Use forward-difference formula to evaluate the first derivative of y = cos(x) at x = 1 using a%3Dvalue of h = I124(V3-3)12(3-1)O 6(1-V2)O 6(-1+v2)6(/3-/2)

Given function is y=cosx. We have to evaluate the first derivative of y=cosx at x=π4 using a value…

Use forward-difference formula to evaluate the first derivative of y = cos(x) at x = cos(x) at x = using value of h = 12' O 4(√3-3) ㅠ O 12(√3-1) ㅠ O 6(1-√2) ㅠ O 6(-1+√2) π ○ 6(√3-√2)

Use forward-difference formula to evaluate the first derivative of y = cos(x) at x = cos(x) at x = using value of h = 12' O 4(√3-3) ㅠ O 12(√3-1) ㅠ O 6(1-√2) ㅠ O 6(-1+√2) π ○ 6(√3-√2)

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter58: Achievement Review—section Five

Section: Chapter Questions

Problem 30AR: Determine dimension x to 3 decimal places.

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Question

Use forward-difference formula to evaluate the first derivative of y = cos(x) at x = 1 using a
%3D
value of h = I
12
4(V3-3)
12(3-1)
O 6(1-V2)
O 6(-1+v2)
6(/3-/2)

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