Mathematics and social interests Published in Search, Vol. 19, No. 4, July-August 1988, pp. 209-214 pdf of Search article Reprinted in Arthur B. Powell and Marilyn Frankenstein (eds.), Ethnomathematics: Challenging Eurocentrism in Mathematics Education (Albany: State University of New York Press, 1997), pp. 155-171. Brian Martin Go to Brian Martin's publications on science, technology and society Brian Martin's publications Brian Martin's website Mathematics is a product of society and it can both reflect and serve the interests of particular groups. The connection between mathematics and interest groups can be examined by looking at the social construction of mathematical knowledge and by looking at the social system in which mathematics …show more content…
They commonly distinguish their enterprise from religious or political belief systems, seeing scientific truth as unbiased. This belief system has always had difficulties with certain applications of science such as nuclear weapons. The usual way in which the belief in the purity of science is maintained is by distinguishing between scientific knowledge and its applications. Scientific knowledge is held to be pure while its applications can be for good or evil. This is known as the use-abuse model. This standard picture came under attack in the late 1960s and early 1970s. Radical critics argued that science is inevitably shaped by its social context. For example, funding of pesticide research by the chemical industry arguably influences not only what research topics are treated as important but also what types of ecological models are considered relevant for understanding agricultural systems. Many critics argued that the key motive behind science is profit and social control (Rose & Rose 1976a, b; Arditti et al. …show more content…
It can refer to the impact of social factors -- such as sources of funding, possible applications or prevalent beliefs in society -- on the content and form of mathematical knowledge, such as on the choice of areas to study, the formulation of methods of proof and the choice of axioms. Alternatively, it can refer to the role mathematics plays in applications, from actuarial work to industrial engineering. Finally, it can refer to the social organisation of the production of mathematics: the training of mathematicians, patterns of communication and authority in mathematical work, professionalisation, specialisation and power
He says that both sides should use science with good intentions, not to cause destruction. This use of
“Industrial agriculture characteristically proceeds by single solutions to single problems: If you want the most money from your land this year, grow the crops for which the market price is highest.” - Wendell Berry Many people question whether or not the morality of treating animals in a humane way outweighs the morality of cheaper food for a nation where 1 in 6 people are facing hunger, and/or starving in any way. Back in the day, a while after World War II, industrial agriculture was applauded as a technological success that permitted an ever growing population to practically feed themselves. Now, many farmers and scientists see it as a blind alley, rather made for factory work.
Scientists take the unknown and make it known. The audience will better understand the scientific method if it seems logical. Including examples of Einstein, accepting scientific theories, and designing experiments show that the basis of Barry’s argument is factual. “Einstein refused to accept his own theory until his predictions were tested,” showing even the best of the best scientists study with uncertainty. Barry’s appeal to logos helps characterize the intellectual side of science.
Occasionally problems in society are suppressed, made worse, or even outright ignored. Some problems could never be addressed until one day a person or group of people decide to challenge the status quo, and to present to masses a problem that they themselves may have never really thought about before. One particular issue addressed by Rachel Carson is the use of pesticides. Rachel Carson wrote the book Silent Spring to combat and question the use of these pesticides. In the excerpt of her book Silent Spring, Carson employs the use of rhetorical questions, a cynical tone and militaristic diction to emphasize that due to the thoughtless actions of farmers and authoritarian figures who have used pesticides carelessly, we are seeing collateral effects on the
In the article entitled Monsanto's Harvest of Fear, Donald L. Barley and James B. Steele demonstrate that Monsanto already dominates the United States food chain with their genetically modified seeds. They are currently targeting milk production which is just as scary as the corporation's legal battles against the small farmers. This situation leads to a history of toxic infections or diseases. There were many disagreements between Gary Rinehart and a stranger about the innovative seeds. They were under surveillance and an investigator came in the picture.
The three essays assigned this week had several common threads running through them. The strongest core theme is the rapid change in the food cycle in America and the vast changes that have taken place in the way by which we grow, produce, and process the food that average Americans eat. The food we eat now is drastically different from what our grandparents grew up eating and the three essays each examine that in a different way. Another theme is the loss of knowledge by the average consumer about where their food comes from, what it is composed of, and what, if any, danger it might pose to them. “Monsanto’s Harvest of Fear” by Donald L. Barlett and James B. Steele is a harsh look at the realities of food production in a country where large corporations, like Monsanto, have been allowed to exploit laws and loopholes to bend farmers and consumers to their
Abstract: Mathematics is a great subject that has developed greatly throughout the years. It has been present for a long time and throughout different societies. The American Indians are a group of people with an incredible culture full of amazing facts. Evidence of their work proofs their knowledge and understanding of different mathematical concepts that only makes us admire their culture even more. Such evidence allows us to explore how the American Indians counted and how they displayed mathematical understanding in their earthwork and art.
This is in part due to the recent increase of writings about “distrust of science from professionals in different fields such as journalists, scientists, physicians, psychologists, and sociologists. “While this work contains valuable insights and perspectives on the problem, many authors make sweeping generalizations and lump together disparate questions that involve different methodologies and types of evidence” (Kabat). The infiltration of conspiracies in the academic world is causing contradictory viewpoints to clash with one another. As these viewpoints increase, the truth will only become more muddled. “Rejection of critical probing when the results are inconvenient, a tolerance for “alternative facts,” and an ahistorical and partisan-grounded attitude toward (scientific) issues are all manifestations of this trend, which is particularly severe”
This reflects on the argument that Scientific Revolution's research was not politically and socially motivated. There is a question if the methods in modern science were originally 'pure science'? Or do their origins have personal motives behind
“Today in the United States, by the simple acts of feeding ourselves, we are unwittingly participating in the largest experiment ever conducted on human beings.” Jeremy Seifert certainly knows how to get viewers’ attention, as exemplified by the film blurb describing his 2013 documentary, GMO OMG. The frightening depiction of the food industry is one of many efforts to expose consumers of the twenty-first century to the powerful organizations that profit from national ignorance and lack of critical inquiry and involvement. Seifert effectively harnesses the elements of rhetoric throughout his phenomenal argument against remaining complacent about the food industry’s act of withholding of information about genetically modified organisms from
Alix Spiegel’s article, “Struggle For Smarts? How Eastern And Western Cultures Tackle Learning” tells a story of the contrasts between western and eastern education. (Spiegel, 2012) As I read the article, I thought about my experiences in education growing up in the small country of Jamaica. Similar to the Japanese class Jim Stigler found himself in, I remember Jamaican classes being crowded and underdeveloped.
Often enough teachers come into the education field not knowing that what they teach will affect the students in the future. This article is about how these thirteen rules are taught as ‘tricks’ to make math easier for the students in elementary school. What teachers do not remember is these the ‘tricks’ will soon confuse the students as they expand their knowledge. These ‘tricks’ confuse the students because they expire without the students knowing. Not only does the article informs about the rules that expire, but also the mathematical language that soon expire.
The Controversy on Agricultures Mankind has gone through numerous changes that have defined life today. Humans have developed technology and discovered resources that are essential to ones everyday life. Some of the changes weren’t for pleasure but vital to survive on Earth. These changes may not benefit humans but allow us to survive: agriculture. Jared Diamond explains in the article “The worst mistake in the history of the Human Race” stating that “…the adoption of agriculture, supposedly our most decisive step toward a better life, was in many ways a catastrophe from which we have never recovered.”
PCELL: Let me give you a little bit of background on the project, and particularly why I am here at Tri-C. I don’t know how familiar you are with some changes in developmental and first year undergraduate mathematics. It used to be that everyone took courses that were kind of on a calculus track, even though they were never going to take calculous unless that fit unto their major. So, they took classes like college algebra, finite math and trig, just because we have been teaching them for decades.
Having the knowledge and basic skills of mathematics enables a person to make personal and economic decisions in everyday life. A person can still succeed without achieving