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    Trigonometric Functions

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    the terminal point determined by √ t = √ is P (1/2‚ 3/2). Since the coordinates are x = 1/2 and π/3 y = 3/2‚ we have √ √ π 3 3/2 √ π 1 π sin = cos = tan = = 3 3 2 3 2 3 1/2 √ √ π 3 2 3 π π 1/2 csc = = sec = 2 cot = √ 3 3 3 3 3 3/2 (b) The terminal point determined by π/2 is P (0‚ 1). So π π 1 π 0 π cos = 0 csc = = 1 cot = = 0 sin = 1 2 2 2 1 2 1 But tan π/2 and sec π/2 are undefined because x = 0 appears in the denominator in each of their definitions. π . 4 Solution: √ From the Table above‚ we see that

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    Individual Assignment

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    Ethics and Values Loo Jey Quang 1001G77022 Dr. Nga Kow Hwee Individual Assignment : Ethical Leader The ethical leader that I have chosen to elaborate on ethical judgements that has influences their organizations is Tan Sri Dato Seri Vincent Tan Chee Yioun. He was born in 1952 and is a successful Malaysian businessman and entrepreneur. He was born a humble boy in Batu Pahat‚ Johor and not always having things the way he wanted he went through a fair amount of struggle during his

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    References: Cameron‚ R.‚ & Neal‚ L. (2003). A Concise Economic History Of The World: From Paleolithic Times To The Present. New York: Oxford University Press. Carden‚ A. (2007). Christian Ethics‚ Formal Instiutions‚ and Economic Growth. American Review of Political Economy‚ 34-53

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    Sex in Advertising: Beneficial or Controversial? Watch any amount of television throughout the day and at some point a sexually charged commercial advertisement will be aired. The commercial could show to barely dressed‚ large breasted‚ beautiful women fighting in a public location about whether or not the beer is "great tasting or less filling". Another commercial will hint that using their body spray will lead to attracting not only one women but an entire room full of women. Not to worry‚

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    Mother Tongue Essay

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    people that speak the exact same English because there are so many different forms of the language. This is the argument that Amy Tan makes in her story‚ “Mother Tongue”. Tan uses pathos to portray to her audience how through her experiences with her mother and the Chinese language she came to realize who she wanted to be and how she wanted to write. In “Mother Tongue”‚ Tan discusses the many ways in which the language that she was taught affected her life. Throughout the story‚ she describes her relationship

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    Tan Ɵ a/b Let a= be the height of the tree‚ so That tan Ɵ =a/b therefore we have Tan 30° a/25 ft a=25 ft (tan 30°) a=25 ft (0.5774) a=14.43 ft The height of the tree is approximately 14.43 ft. 8. A tree casts a shadow that is 20 feet long. The angle of elevation from the end of the shadow to the top of the tree is 66° determine the HEIGHT of the tree. Tan Ɵ a/b Let a= be the height of the tree .So That tan Ɵ =a/b therefore we have tan 66° a/20 ft a=20 ft (tan 66°)

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    the Federal Government • If artificial tanning is not regulated by the Federal Government‚ this would allow an individual to tan at any age without getting consent from parents upon tanning. • By allowing young children and teens under the age of 18 with a parents consent form to allow their child to artificially tan‚ they are taking the risks upon themselves to tan‚ knowing that their child is taking the risk‚ in developing melanoma or any other skin cancers. The Federal Government should

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    similar situations as Gloria Anzaldύa and Amy Tan. Going to high school where personal image is a big part of a student ’s life is very nerve racking. American Values are often forced upon students and a certain way of life is expected of them. Many times‚ in America‚ people look down on people who do not accept the American Way of Life. The struggle of "fitting in" and accepting the cultural background is a major point in both essays‚ _Mother Tongue_ by Amy Tan and _How to Tame a Wild Tongue_ by Gloria

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    Time - Angle - Shadow

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    9:30am tan = oppositeadjacent tan = 2.84 m2.34 m tan = 1.2136 = tan-1(1.2136) =    50° 30’ 41.97"   Time: 10:30am tan = oppositeadjacent tan = 2.84 m1.19m tan = 2.3865 = tan-1(2.3865) =    67° 15’ 54.58"   Time: 1:10pm tan = oppositeadjacent

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    Organ Donation and Its Importance Unwind‚ a dystopian novel written by Neal Shusterman‚ addresses many concerning matters in the world today and in the foreseeable future. A blatant theme that is conveyed throughout the novel is the always present need for organ donations. The importance of organs in our society and that of Unwind‚ is shown through the outcomes due to a deficiency of organs‚ the immoral ways of attaining organs‚ and the shocking agreement of society concerning immoral

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