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Ans. F(r + 3) 3 2(x + 3). 4. f F(b) - 6: find F(0), F(1), F(}), F(tan z). %3D 1 + b' Ans. F(tan z) =, sin z(cos z - sin z)..

Ans. F(r + 3) 3 2(x + 3). 4. f F(b) - 6: find F(0), F(1), F(}), F(tan z). %3D 1 + b' Ans. F(tan z) =, sin z(cos z - sin z)..

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Ans. F(x + 3) = z*(x + 3). %3D 6 - 6 1+ b 4. f F(b) find F(0), F(1), F(}), F(tan z). Ans. F(tan z) = sin z(cos z - sin z).. %3D 5. If g(z) = 4z 3z + 2z 2, find g(2), g(-2), g(), g(-2). %3D Ans. g(4) = -. 7z + 8z + 16, find g(-1), g(-2), g(2), g(3). 6. If g(z) = z – 2z² – %3D Ans. 4. 7. If (z) 8. If H(y) = cos z, find v(0), p(). p(x), y(-z), p(r – y). = COS y sin y, find H(0), H(), H(x), and also show that H( + x) = H(r – z) = -H(-2). %3! 9. If (x) = tan z, find (/6), V(z-), V(-2), and express v(2x) as a funion of v(z). 10. If g(z) = cos 2z, find g(tr), g(ta), g(-x), g(m – z), g(r + z), g(z – r). For the function f(x) = tan z, show that
Transcribed Image Text:Ans. F(x + 3) = z*(x + 3). %3D 6 - 6 1+ b 4. f F(b) find F(0), F(1), F(}), F(tan z). Ans. F(tan z) = sin z(cos z - sin z).. %3D 5. If g(z) = 4z 3z + 2z 2, find g(2), g(-2), g(), g(-2). %3D Ans. g(4) = -. 7z + 8z + 16, find g(-1), g(-2), g(2), g(3). 6. If g(z) = z – 2z² – %3D Ans. 4. 7. If (z) 8. If H(y) = cos z, find v(0), p(). p(x), y(-z), p(r – y). = COS y sin y, find H(0), H(), H(x), and also show that H( + x) = H(r – z) = -H(-2). %3! 9. If (x) = tan z, find (/6), V(z-), V(-2), and express v(2x) as a funion of v(z). 10. If g(z) = cos 2z, find g(tr), g(ta), g(-x), g(m – z), g(r + z), g(z – r). For the function f(x) = tan z, show that
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