Is Human Cloning the Answer? :: Argumentative Persuasive Topics

Is Human Cloning the Answer? That depends upon the question. Recently there was a major breakthrough in the scientific research - the mapping of all DNA in a human gene is complete. Couple of years ago, this seems an impossible task for scientist to triumph over. All this revolution in science leads us to believe that the day, when the human being will be cloned, is not far away. Human cloning has always been an issue of controversy, be it in terms of ethically or religiously. Taking a look at why cloning might be beneficial, among many cases, it is arguable that parents who are known to be at risk of passing a genetic defect to a child could make use of cloning. A fertilized ovum could be cloned, and the duplicate tested for the disease or disorder. If the clone was free of genetic defects, then the other clone would be as well. The latter could be implanted in the woman and allowed to mature to term. Moreover, cloning would enable infertile couples to have children of their own rather than using sperm of another man. Cloning humans would also mean that organs could be cloned, so it would be a source of perfect transplant organs. This, surely would be immensely beneficial to millions of unfortunate people around the world that are expected to lose their lives due to failure of single (or more) organ(s). It is also arguable that a ban on cloning may be unconstitutional and would deprive people of the right to reproduce and restrict the freedom of scientists. Arguments against cloning are also on a perfectly viable side. Primarily, I believe that cloning would intervene with the normal 'cycle' of life. There would be large number of identical genes, which minimizes the chances of mutation, and, in turn, evolution - the fundamental reason how living things naturally adapt to the ever-changing environment. Life processes failing to do so might result in untimely extinction. Furthermore, cloning would eliminate the uniqueness that each one of us posses. Thus, leading to creation of genetically engineered groups of people for specific purposes and, chances are, that those individuals would be regarded as 'objects' rather than people in the society in grand scale.

My Last Duchess and Othello, IV, iii

In the dramatic form, be it monologue, dialogue or full theatrical scene, the author cannot step into the action to comment or interpret for us, as he can in a novel.   We must draw our own conclusions from what we see and hear, and this makes for powerful effects, as a character reveals him- or herself to us by what he or she says or does.   In the monologue My Last Duchess Browning misleads us with great skill before we realize that we are listening to a criminal lunatic. The dramatic force lies in the surprise we feel as the truth finally emerges.   In Act IV, scene iii of Othello there is again an agonizing irony for the viewer, who knows more than Desdemona and is of course impotent to help her.   Shakespeare works like a dentist without an anaesthetic, and the pain for the audience derives from the unbearable innocence of the doomed Desdemona, who is surely something like the Duchess in Browning’s poem, helpless and bewildered in the face of a murderous insanity in her husband. Browning’s Duke sounds so sane!   He is wonderfully gracious and articulate – â€Å"Will’t please you sit and look at her?† (5).   As he tells his story he seems to weigh his words with great caution, as if he is quite free of the distorting power of anger or any other passion, and is keen to avoid any unfairness in his judgment: â€Å"She had / A heart – how shall I say? – too soon made glad† (21-2), â€Å"†¦but thanked / Somehow – I know not how – as if she ranked†¦Ã¢â‚¬  (31-2). He never raises his voice, and speaks with a measured confidence that quite takes us in. At first we might be tempted to believe that his attitudes are reasonable: â€Å"Sir, ‘twas not / her husband’s presence only, called that spot / Of joy into the Duchess’ cheek† (13-15).   His manner is restrained even as he hints at her infidelity.   The painter flattered her about her appearance, as of course he would, being a Renaissance artist totally dependent on patronage, but she was charmed by it – foolishly, the Duke suggests. â€Å"She liked whate’er / She looked on† (23-24).   She was delighted by the beauty of the sunset, and the little tribute from the man who gave her the cherries, just as much as â€Å"My favour at her breast† (25).   What he seems to be objecting to is her failure to be properly selective and aristocratic in her tastes.   This is a rather extreme sort of snobbery, but perhaps not unprecedented; we may not find it attractive, but we may accept it as a feature of a proud man with a â€Å"nine-hundred-years-old name† (33). All the time, Browning is luring us up the garden path.   We begin to detect the problem.   The Duke is immensely proud, a man of great heritage, while she is free of snobbery, charmed by the delights of the world and human kindness, and genuinely innocent. (Infidelity does not now seem to be the Duke’s concern.)   Then we begin to see how his pride is really pathological arrogance. â€Å"Even had you skill / In speech – (which I have not)† (35-36), (he lies, of course) to explain your objection to her behavior – which is clearly quite â€Å"normal† – it would involve â€Å"stooping, and I choose / Never to stoop† (42-3).   So, rather than speak to her about his dissatisfaction, which would involve impossible condescension by him, he chose to solve the problem rather more radically: â€Å"This grew; I gave commands; / Then all smiles stopped together† (45-6). It takes a moment for us to register what he did, so unbelievable is it and so evasively phrased.   Then, having confessed to murder, or, rather, boasted of it, he continues his negotiations for his next Duchess, celebrating, incidentally, one of his favorite art works, â€Å"Neptune†¦ Taming a sea-horse† (54-5), the very image of the brutal control that he has himself exerted over his innocent last Duchess. The willow scene from Othello works differently, of course, because it is a dialogue, though it is the inner workings of Desdemona’s mind that the dramatic form reveals here, just as much as is the case in Browning’s poem There is an almost intolerable pathos about this scene because Desdemona is so helpless.   She has a good idea of what is going to happen – â€Å"If I do die before thee, prithee shroud me /   In one of those same sheets† (24-5) and is impotent in the face of her fate. There seems to be no defence against the ruthless execution of Othello’s enraged will. She is in a sort of trance, a hypnosis of shock.   All she can do is wait for the end, and the pathetic simplicity of her reflections here is the sign of a wounded spirit in retreat from reality.   The tragic atmosphere is given additional poignancy by the occasional interruption of the everyday details of â€Å"undressing for bed†, the habitual continuing because there is nothing else to do in the face of the worst – â€Å"Prithee unpin me† (21). She continues at moments to pretend that this is just an ordinary night: â€Å"This Lodovico is a proper man† (35), not a comparison of Othello with her country forms, but a pathetic attempt at gossip. But her real thoughts emerge in the obsession with the willow song, which she cannot resist. It is the perfect mirror of her own fortune: â€Å"And she died singing it; that song tonight / Will not go from my mind† (30-1). Like a detail from a psychoanalyst’s casebook comes the unprompted line in the song that gives away the deepest thoughts of the willing victim. –Let nobody blame him, his scorn I approve, — Nay, that’s not next.   Hark!   Who’s that knocks? –It is the wind.† (51-3) She corrects herself, but the absolute terror of realisation goes through her. The heroic innocence of Desdemona is highlighted by her conversation with Emilia. While Desdemona genuinely believes that no woman could in fact commit adultery â€Å"for all the world† (63), and swears that she herself would not do it â€Å"by this heavenly light† (64), Emilia responds, â€Å"Nor I neither, by this heavenly light, / I might do it as well in the dark† (65-6), and goes on to consider just what â€Å"all the world† might mean as a reward for the sin. Emilia is not immoral. It is just that Desdemona is on a superhuman and heroic level of behavior, and Emilia is on the normal level.   Compared with Desdemona’s helplessness in the face of the corruption of Othello, Emilia’s jokes have an immensely remedial health.   It is not a criticism of Desdemona, but it is a firm placing of trust in the human by Shakespeare. We can imagine that what Desdemona feels and says is very close to the response of Browning’s Duchess.   Both of them are innocent and benevolent women faced by deranged men.   The creation of character and the realization of human dilemma in the dramatic form are forceful and, in these two cases, immensely painful for the audience or reader.   The form makes the reader peculiarly impotent in the face of disaster. We would like to stand up in the theatre and shout at the stage, like the lady in the famous story, â€Å"You great black fool, can’t you see she’s innocent?†      

Transcendental Numbers - Free Essay Example

Sample details Pages: 6 Words: 1836 Downloads: 8 Date added: 2019/07/08 Category Philosophy Essay Level High school Tags: Transcendentalism Essay Did you like this example? The term transcendence comes from the latin word transcendere which directly translates to to climb over or beyond, meaning anything that is described as transcendental is seen as not of normal existence. This definition of transcendence being bizarre or odd holds true when applied to mathematics. The first recorded use of the phrase transcendental number was used by German mathematician Gottfried Wilhelm Leibniz in his paper proving that the function sin(x) was not algebraic in nature. Don’t waste time! Our writers will create an original "Transcendental Numbers" essay for you Create order But it was Leonhard Euler of Switzerland who first defined transcendental numbers in the modern sense, as any real or complex number that cannot be defined rationally (as a fraction) or as a root. Over the centuries, the complex topic of transcendence was tackled by many notable mathematicians. With Johann Heinrich Lambert writing about the transcendence of and Eulers number in 1768 and Ferdinand von Lindemann proving his hypothesis in 1882, we finally come to the present-day idea of transcendence that will be explored in the following paper. In this expository essay, we will discuss the categorization, proof, and application of transcendence in mathematics. While the concept of transcendental numbers is fairly abstract, most numbers, real or complex, are categorized as transcendental. In 1850, Joseph Liouville discovered the Liouville constant, which was the first example to prove the existence of transcendental numbers. Due to the fact that it cannot be represented as a fraction, nor is it the root of any polynomial equation, this number became very integral in the evolution of the definition of transcendence. The constant is expressed by the function L=k=1?â‚ ¬10-k!, and is defined as 0.110001000000 where there is the digit 1 in each decimal place corresponding with k! and the digit 0 in any other position. This shows that the constant has no end and is therefore transcendental. Another common example of a transcendental number is Eulers number (see figure 1). Found using the equation e=n?â‚ ¬(1+1n)n, and written as 1+1+12(1+13(1+14(1+15(1+)))) in expanded form, e is useful in that it is the only number whose natural logarithm i s equal to one, (ln(e) = 1). In 1932, German mathematician Kurt Mahler separated transcendental numbers into three categories, S, T, and U. He established these groups at a polynomial value at the complex number x, with a maximum degree n, and a positive integer maximum height H, with m(x,n,H) being the minimum nonzero absolute value of the polynomial at x. Using the equations: (x,n,H)=-log m(x,n,H)n log(H, (x,n)=H?â‚ ¬sup (x,n,H), and (x)=n?â‚ ¬sup (x,n), Mahler defined U as an infinite complex number, S as a number with a bounded (x,n) and finite (x), and T as a number where (x,n) is finite but unbounded, which only occurs when (x) is 0 . This means that although Liouville numbers all belong under the U category, a vast majority of complex numbers belong to set S. Using this classification system, Mahler was able to prove that the exponential function e can be used to create an S number using all nonzero algebraic numbers, and in addition shows that is transcendental but is not a U number. A similar classification method is Koksmas equivalent classification, where Koksma chose to divide transcendental numbers into three groups, S*, T*, and U*, but also chose to create a class representing the algebraic numbers, A*. However, the equations used to categorize S*, T*, and U* use the variables x, n, and H similarly, but add in the algebraic number of a finite set a. The categories are defined by *(x,n)=H?â‚ ¬sup *(x,n,H) and |x-a|=H-n*(x,H,n)-1. If *(x,n) is bounded and does not converge at 0, x is an S* number, when *(x,n) is unbounded and finite, x is an T* number, when *(x,n) is infinite, x is an U* number, and when *(x,n) converges at 0, x is an A* number. Although there are theoretically infinite transcendental numbers, it is difficult to prove that a number is truly unable to be represented algebraically. The current prevailing way to prove transcendence is using the Lindemann-Weierstrass Theorem; in fact, this is the very formula that proved the transcendence of pi, = 3.14159, and . The theorem states that the if a1, , an are linearly-independent algebraic numbers over all rational numbers, meaning that a1, , an are uncorrelated, then ea1, ,ean are also algebraically independent over all rational numbers. This proves not only that eais transcendental, for all rational numbers a, but also shows that cannot be represented algebraically. Using Eulers Identity, that ei+1=0, we arrive at the assumption that ei=(-1), where i represents the imaginary unit that satisfies i2=(-1) (see figure 2). However, if we were to assume that is algebraic, that would imply that i is also algebraic. So after applying the Lindemann-Weierstrass theorem, we come to the contradiction that (-1) is transcendental. Thus must be transcendental in nature. Another method used to prove transcendence is Bakers theorem. To understand this principle we must first introduce the set of logarithms of nonzero algebraic numbers, L={C:eQ}.This shows that while ? » belongs to the set of all complex number, e is not rational. Similar to the Lindemann-Weierstrass theorem, Bakers theorem states if 1,,n are elements of L that are linearly independent for all rational numbers and all algebraic numbers are represented by 0,,n, where not all sare zero. Then we arrive at the function |0+11++nn|H-C, where H represents the maximum heights of thesand C is some computable nonzero number that depends on n, the number of ? »s and the total degrees of s (see figure 3). In other words, taking the absolute value of the sum of the products of many algebraic numbers, , and complex logarithmic numbers, ? », results in a transcendental number that is greater than H-C.The third proven method of showing transcendence is through the Gelfond-Schneider theorem. This statement is used to prove transcendence over a large classification of numbers. Originally theorized by Aleksandr Gelfond and Theodor Schneider, this principle states that for the algebraic numbers a and b, if a0, a1,and b is irrational, then all resulting values of ab are transcendental. This theorem led to two corollaries: Gelfonds constant, e=23.1406 and the Gelfond-Schneider constant, 22=2.6651, as well its square root, 22=1.6325. Similar to this, the four exponential conjecture states that for two pairs of complex number x1,x2 and y1,y2 that are linearly independent over all rational numbers, then at least on of the following as transcendental:ex1y1,ex1y2.ex2y1,ex2y2. Although it has yet to be proven, the four exponentials conjecture is considered one of the strongest ideas relating to exponential functions using arithmetic values. In 1966, American mathematician Stephen Schanu el created a rule to generalize transcendental numbers further, known as Schanuels conjecture. The purpose of this theory was to find the degree of transcendence over certain field extensions of rational numbers. The conjecture states that if given n complex number z1,,zn that are linearly independent over all rational numbers, the extension Q(z1,,znez1,,ezn) has a degree of transcendence of at least n over all rational numbers. This means that this theory ecompasses the Lindemann-Weierstrass theorem, in the event that z1,,zn are all algebraic, Bakers theorem, when z1,,zn take the form exp(z1),,exp(zn), and is also able to cover the unproven four exponentials conjecture and the Gelfond-Schneider theorem. Many common functions can be used to create transcendence, these are known as transcendental functions. For example, any equation used to find the length of a curve, such as arc length: s=r180, area or circumference of a circle, or volume of a sphere rely on the transcendental number to convert linear distances to curved or circular. The sine function is another example of a transcendental function, although there are several numbers that can be input into the sine function that output algebraic numbers, the only integer that puts out an algebraic solution is zero. There are hundreds of proven transcendental functions, often including multiple variables. Using the already identified transcendental numbers, for all real numbers x, x, ex, and logex are all fairly easy to understand and common examples of transcendental functions. Since the exponent, the base of the exponential function, and the base of the logarithm are all transcendental numbers, the transcendence is transferred to the functions and all of their solutions. While algebraic function such as square root functions or polynomials are not transcendental in nature, the indefinite integral of many algebraic functions is often found to be transcendental. For example, the logarithmic function was found while searching for the area of the multiplicative inverse function, f(x)=1x, and is now one of the most easily recognizable transcendental function. An additional example of a transcendental equation is Eulers Gamma function. This equation is used to represent a factorial with an argument shifted down by one, (n)=(n-1)!, and can be expanded to all complex number except non-positive integers using the form (z)=0?â‚ ¬xz-1e-xdx (see figure 4). There are currently many rational values of z for which the answer is known and proven to be transcendental, for example z={16,14,13,12,23,34,56} is a set of values for which the argument (n-1)! is shown to be transcendental, indicating that the integral would als o transcendental. It is fairly easy to understand that if f is an algebraic function and a is an algebraic number, then f(a) is also an algebraic number. However, there are entire transcendental functions that when evaluated at an algebraic number a, will also have an algebraic f(a). This set of algebraic numbers is known as an exceptional set of the transcendental function. For many functions the exceptional set is fairly small, like how the exponential function ex has an exceptional set of x={0}, also written at ?†º(ex)={0}. Exceptional sets are often used to explain certain aspects of transcendental number theory, for example an exponential function of base 2 has an exceptional set of ?†º(2x)=Q, meaning that 2x is only transcendental over irrational numbers, meaning it satisfies the Gelfond-Schneider theorem, but is not a transcendental function in itself. However, there are also functions with empty exceptional sets, which are often found using Schanuels conjecture. Fo r example, ?†º(eex)={?â‚ ¬Ã¢â‚¬ ¦}, while f(x)=e1+x also has an empty exceptional set, but does not follow Schanuels conjecture. Using exceptional sets, we are able to prove that for any set of algebraic numbers, A, there exists a transcendental function whose exceptional set is A. This shows that there are transcendental functions who only output transcendental answers when given transcendental numbers. In conclusion, transcendental numbers are abundant, fairly difficult to quantify, and have many current and possible future uses in mathematics. With new developments in the algebraic independence of modular functions being researched by the modern mathematicians Federico Pellarin and Yuri Valentinovich Nesterenko, there is no telling where transcendence will take us in the future. Although there are currently several ways to prove and use transcendence, we have just scratched the surface.

The Dark Side of Social Media - Free Essay Example

Sample details Pages: 3 Words: 881 Downloads: 10 Date added: 2019/04/10 Category Society Essay Level High school Tags: Social Media Essay Did you like this example? If one observes the people around them in most any public setting, chances are, many have their eyes gazing in a sort of hypnotic trance, being absorbed into the glow of their phone screens. Our modern society has become disturbingly dependent on the various forms of technology, one of which, being social media. Social media has completely transformed the way we connect with others, almost to where we no longer need to communicate with anyone in person. Don’t waste time! Our writers will create an original "The Dark Side of Social Media" essay for you Create order Why take the time out of our busy schedules to have a face-to-face conversation when one could accomplish nearly the same thing through a smartphone? That is the alarming mindset that many people have adapted to, especially the younger generation, and it is the very thing that makes social media so dangerous. Although it can be a great way to stay in touch with old friends, or keep up with important information, there are several negative factors of social media that interfere with having authentic social experiences, and more people should be aware of these potential harms. The addictive properties of social media are one of these negative factors. When most people think of addiction, images of drugs or alcohol come to mind, along with their dangerous physical and mental effects. Some may not consider social media to be a real addiction because it does not present itself in the same manner as other common substances. However, repeatedly engaging in anything despite its negative cons equences could still be considered a form of addiction. Though it may not be especially life threatening, the compulsive use of social media is still worth some concern. According to an article discussing this topic, the chemicals in our brain are to blame for some of social medias addictive properties. When one receives a notification on their phone, the brain is flooded with the chemical dopamine, causing feelings of happiness. the brain enjoys this rush of dopamine and causes one to check their phone again and again in order to re-create that rewarding feeling. The article states that 72% of teens sleep with their phones nearby, 60% text while doing homework, and 72% feel pressure to respond to notifications immediately. These statistics show the strong association one makes between social media and pleasure, and how difficult it can be resist checking those notifications. Even if it is something as insignificant as a like on Instagram or a comment on Facebook (Carro). Another factor equally as concerning, is that social media may cause a decrease in social skills. As a result of its addictive properties, it seems as though more people are becomin g overly comfortable with communicating through social media instead of talking in person. Out of one thousand teenagers ages thirteen to seventeen, 61% prefer talking online instead of in person (Loveland). Although some may say social media is overall more convenient, could interacting too much through technology damage a teens social development? With this idea in mind, researchers from UCLA conducted a recent study to test pre-teens ability to interpret non-verbal cues, which is a crucial factor of good communication and social skill. For 5 days, half of the children were sent to a nature camp that lacked access to any screen-based media. They were then compared to the other half of the participants who continued with their normal use of media, which averaged over four hours per day. Both groups took a pre- and post-test that required them to read emotions from photos and videos containing no audio. The results showed significant improvements with reading non-verbal cues in the group that was removed from social media. The control group, however, showed little to no improvements. This study is an excellent example of how social media may be more of a barrier in socialization rather than a positive source of interaction. As a result of all these negative factors discussed, social media may also have the potential to be harmful to ones mental health. The addictive properties, combined with the lack of social connection, could spiral in to a loop of isolation. This can be risky for anyones mental state, especially that of an unsecure teenager. Psychologist Ethan Kross and others conducted a study on the mental well-being of Facebook users. The results confirmed there is indeed a link between mental health problems, and social media. The researchers write, Facebook provides an invaluable resource for fulfilling the basic human need for social connection. Rather than enhancing well-being, however, these findings suggest that Facebook may undermine it (Kross et al.). Overall, there are few inventions tha t have affected our lives as profoundly as social media. It is assumed that teens will continue to successfully adapt to their environment as they always have in the past. However, I think its possible that the very quality that makes teens so adaptable also makes them vulnerable. Social media undoubtedly has an abundance of positive uses that have been a great advance in technology. But without being cautious, it can manipulate one into spending more of their time aimlessly scrolling online instead of interacting with others. This is what causes the confusion between a real, meaningful connection and an artificial, digital one. It is important that everyone, especially teens, should be more aware of the gimmicks of social media, and the potentially harmful affects it has on their wellbeing.

Music And Its Effects On Music - 1871 Words

In society, people have been commonly seen jogging, in cafes using earphones while working, cleaning, showering, exercising, dancing among many other things while listening to music. Music can be calming. Music can be uplifting. Music is universal. Music is a commonly discussed topic. But it is mainly discussed whether or not it is appropriate to use in an educational environment. Music is seen as a distraction. Some see it as an efficient medium to appease the mind. It is theorized that music creates out of the box ideas to life and improve critical thinking. Albert Einstein once said, â€Å"Logic will get you from A to B. Imagination will take you everywhere.† In a high school environment, music can innovate a great many things for students. Incorporating music in students lives can positively benefit those students. Many studies have been centered around music. Psychologically, it is said that music calms the mind and provides an easier innovative way of thinking. As well as a means to placate the mind in stressful situations. It is argued and discussed that the type of music, and the lyrics, you listen to may have an effect on you as well. There are many theories and sayings. But overall music is something that can be used both positively and negatively. Music is used as a sound blocker from the rest of the world. For instance, in a toxic situation, music can be used to tune out negative sounds or situations. In a school environment, certain students areShow MoreRelatedMusic And Effect Of Music1322 Words   |  6 Pagesinvestigating state anxiety of college students who listened to music prior to an exam, and his findings suggests a significant reduction in state anxiety levels of these students (as cited in Davis and Thaut,1989). This study however focuses on the use of preferred music rather than pre-chosen music, which indicates that the music could have been from any genre. This is contrary to other studies which found that sedative background music specifically is what tended to reduce state anxiety (Davis andRead MoreMusic And Its Effect On Music1490 Words   |  6 PagesMusic Itself Does Not Distract You Music is prevalent, so that it is extremely easy to find a place or situation with music played on. Not only does people enjoy music when they dance or sing, throw parties, but also they enjoy music when they drive, study or work. In other words, people live with music and music is an everyday thing. They, contrarily, think that the pieces of music are distractors when they need to concentrate on their works. This is why, especially, most of parents and teachersRead MoreThe Effects Of Music On The Music Industry1500 Words   |  6 Pagesago it would’ve been unrealistic for artists to believe they could survive in the music industry without a record deal. Thankfully, that has changed and it’s now easier than ever to create and distribute music without a major record label. But there still isn’t a free-for-all market where the music maker can be as free as they want, and maybe not as easy as it should be to reach out to an audience. The fact that music often is received differently in our society depending on the genre, is somethingRead MoreThe Effects Of Music On Music Education1002 Words   |  5 Pageschildren wanting to play outside instead of practice violin music is proven to make you smarter. When a child particularly at a young age learns how to play an instrument preferably in a social setting is provides the brain of that child with extra dopamine, new neurological connections, better behavior, and higher test scores. Schools are turning to new programs to aid music education and there are many reasons to support their decision. Music has been proven over many studies to show a connection toRead MoreThe Effect Of Music On Music726 Words   |  3 Pagesto need to make a choice on the music. You can either hire a band to play live at your event, or employ a DJ to MC the festivities. Here are [] benefits explaining why you should consider using a DJ to spin your wedding tunes. Convenience Factor Setting up a live band and their sound system is a complex ordeal. There is usually some type of stage assembly, plus you’re going to need to fill the time gaps when a band needs a break. When you elect to have live music for your wedding reception, youRead MoreThe Effects Of Reggae Music On The Music1216 Words   |  5 PagesThere are many people who do not know about reggae music. I was one of those people who did not know the existence of the reggae music until I met this one beautiful girl. Julie, my beloved beautiful future wife, introduced me the reggae music. My first thought of this music was boring. After a while the more time I spent with her made me fall in love with the reggae music too. The love of the music gave me the curiosity of the music and why reggae music helped me with to relax and gave comfort as I listenRead MoreThe Effects Of Music On The Music Essay1988 Words   |  8 PagesThroughout the years, music has inspired people. Music touches our heart, m akes us cry, makes us laugh, and heals relationships-even love someone. It encourages us to move-we can march, dance, tap our foot, snap our fingers and sway back and forth. Music fills our minds with memories that can bring a smile or drive us into a deep sadness. Patriotism is displayed when people come together because of a piece of music. Brotherhoods united when the school fight school is played. It creates a bondRead MoreThe Effects Of Classical Music On Music931 Words   |  4 PagesWhat is defined as â€Å"good† or â€Å"real† music? How does an individual come to define that? Many would say that classical music is â€Å"real† music since it is the basis of music that is created today and it has lasted through time. It is still heard today, one of the first types of music to last. Others may strongly disagree; even though it has stood the test of time what actually makes this the sole definition of â€Å"good† music? It doesn’t, there really is not a true universal definition. There are multipleRead MoreThe Effects Of Music On The Music Industry1496 Words   |  6 PagesBefore sound recording were possible, music was enjoyed live by watching the performers performing on their instruments in front of you. When sound recording became possible, the way we enjoy music was not limited to watching the performers anymore. By looking at the development of sound reproduction and the devices that are capable of sound playback, we are able to take a look at look on how the production and consumption of music have been affected over the years in terms of portability, affordabilityRead MoreThe Effects Of Music On Music Throughout History1587 Words   |  7 PagesTechnology: The Effects on Music throughout History Music and technology aid one another. In a way a person can capture music they love through technology and then the electronic companies flourish due to the sale and popularity of these electronic devices. If a person wants to listen to music they can turn on a stereo or TV, choose a CD or DVD to play, or listen to a songs downloaded in ITunes. All of these devices are proof to show how technology is used to record, play, and change the way music is heard

A Negro Woman free essay sample

 «Ã‚  A Negro Woman  Ã‚ » written by American author William Carlos Williams in 1955. It is therefore at the very beginning of the African-American Civil Rights Movement which occurred between 1955 and 1968 in the United States. In this poem, Williams describes a common black woman carrying a bunch of yellow flowers. It is written in free verses and could be divided into two parts: one being mainly a description and the other putting light on the symbol carried by that woman. In order to prove this point, we will first look at the way Williams portrays the woman to then show how he manages to make a symbol out of her by this portrayal. First Williams depicts the portray of a larger black lady carrying flowers from one place to another in the early morning. She appears strong by the way she walks, caring and powerful. What is striking is the fact that the poem is written in free verse, there are no rhymes, no evident rhythm pattern. We will write a custom essay sample on A Negro Woman or any similar topic specifically for you Do Not WasteYour Time HIRE WRITER Only 13.90 / page The poem is only made of two long sentences: one goes from the beginning till line 13 on her way. and the other from line 14 What is she till the end. The number of syllables is different in each line, Williams uses simple easy words and creates a slow reading pace that is probably not accidental as it seems to reflect the pace of the womans walk, the back of her thighs causing her to waddle as she walks. The use of present tense puts us reader right into the action, it feels like we are actually seeing that woman passing by. The way shes holding the flowers, upright as a torch remind us of the Statue of Liberty, symbolizing freedom, a Freedom black people had not yet experienced but were about to fiercely fight for at the time. This comparison starts making her a symbol of hope for black people. Shes an ambassador from another world, she is therefore representative of all black women about to finally gain their freedom. The fact that Williams ends his poem with early morning gives this even more meaning. Indeed, a new morning is often associated with the idea of a new hope: its a new dawn for all Afro-Americans and that woman is their representation. It is a very powerful poem, an eye opener at this particular time of American History. 1955 is the key year in which Rosa Parks gave a symbolic boost to the liberation movement that was about to take place, by just refusing to give up her seat to a white passenger in a bus. Already before that event, Williams had made a symbol out of an Afro-American woman in this poem of Hope. They still had to wait and fight for about ten years to see their Civil Rights Act pass

Study Guide Music Appreciation free essay sample

What was going historically during this era? What was life like? 2. What is the Enlightenment? A movement led by French intellectuals who advocated reasons the universal source of knowledge and truth. 3. What was the preferred texture of classical composers? Homophony 4. What Is absolute music? Instrumental music based on abstract principles of music theory and form. 5. What are some characteristics of rhythm in Classical music? Very define and regular. 6. What are some characteristics of melody in Classical music?Short and clearly defined musical phrases with two or more contrasting themes. . How do classic composers handle dynamic changes? It was dramatic, and they did not let themselves be held back by terraced dynamics. 8. How Is the Plano different from the harpsichord? When was the piano invented? When did the piano become more popular than the harpsichord? 9. Was the basso continuo still used in classical music? It was gradually abandoned. 10. What was the size of a classical orchestra? What instruments were usually present? Classical orchestras were typically large, but came in all sizes. We will write a custom essay sample on Study Guide Music Appreciation or any similar topic specifically for you Do Not WasteYour Time HIRE WRITER Only 13.90 / page Within them were violins, violas, cellos, double basses, flutes, oboes, clarinets, bassoons, horns, rumples, kettledrums, and a harpsichord or piano. 1 1 . Did classical composers treat all instruments alike or did they exploit the individual tone colors of the instruments? They exploited the individual tone colors of instruments. 12. What affect did the growing middle class have on music? The middle class had a huge Impact on classical music. They wanted music to be available in their homes as well as easy enough for their children to take lessons to learn it. 3. What city was the musical center of Europe? Vienna. Austria. 14. What are the complaints with opera serial Baroque opera) which lead to the development of comic opera? Opera serial was getting too excessive with their costumes and becoming to serious. The people wanted something a little funnier. What is a symphony? How did it evolve? A enlivenment orchestral form. They derived from the introductory piece called a assassin. Classical composers lengthened the three sections of the assassin then added a fourth.They organized each section according to the principles of a chosen instrumental form and treated each section as a movement, separated from the succeeding movement by a pause. 16. Explain the sonata (or sonata-allegro) form. Explain each part. (Do not confuse sonata as a form with the sonata as a particular type of piece. ) It consists of three sections exposition, development, and recapitulation which form a ternary design. The exposition contains two tonal areas, with a transition or bridge modulating from the tonic to another key.The development moves through several keys, generally using thematic material from the exposition but sometimes introducing new melodies as well. The recapitulation begins like the exposition; the same thematic material, Into the tonic key. Although this mime the transition or bridge does not modulate but leads to the presentation of the second section of material in the tonic key. 17. Explain theme and variations as a balance to a composition; and contrast provides the variety necessary to keep the Nor interesting. 18. Explain the minuet and trio as a form.ABA. Often the third movement of a symphony, sonata, or string quartet. Consists of two minuets, the second (trio) lighter and more lyrical than the first. 19. Explain the rondo as a form. ABACA. Form in which any number of episodes alternate with the opening material. Rhea tempo is usually fast and the mood merry. 0. Discuss the classical concerto. Nat is a cadenza? A classical concerto usually has three movements occurring in the same order of tempos as the Italian assassin: fast-slow-fast. Cadenza is an extended directors passage for a solo instrument. 21 .What is chamber music designed for? It Nas designed to meet the listeners on a more intimate and personal level/ for the intimate setting of a small room. 22. Define the string quartet. A chamber ensemble consisting of two violins, a viola, and a cello. Also, a composition written for this ensemble. 23. Define a classical sonata. A musical composition for solo instrument or mall number of instruments typically in three or four movements in contrasting forms and keys. 24. What are some other types of chamber groups? Woodwind quintet, the piano trio, and the brass quintet. 5. What is significant about dovecotes 9th symphony? In the ninth symphony the chorus and orchestra Join together and show the universal love for brotherhood as well as God. 26. What is the Viennese style? A term applied to classical style to avoid the ambiguity of classical. 27. What is the Classical style? Restrained, objective style of art. 28. What is a coda? Tail; a closing section. 29. What is an overture? Orchestral introduction to an opera or to another vocal or dramatic work. 30. What is a comic opera? Reaction against baroque style.