Question 8 Use differentials to find the approximate value of y: (2x 1)* when x = 0.98. O 0.88 O 0.94 pus 0.84 O (E) None of the choices O 0.98

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Q: Find the second derivative of y= b. -x-32 a. -3/2 4/24 C. -5/2 C. thrown vertically upward. The

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Q: dx sinh x - cosh x

A: To Evaluate: ∫dxsinhx-coshx Concept: i. ∫afxdx=a∫fxdxii. ∫exdx=ex+C

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Q: COS X

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Q: X = Ys e %3D (ras.t) %3D (2.1,0)

A: Here we have given u in terms of x,y,z and x,y,z in terms of r,s,t , We use above given relations to…

Q: What is the relationship between the functions In r and e?

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Q: Find the differential of the function. p = 39 - 893/2 dp =

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Q: Ex2: S coste de = S(costn)"dx

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Q: (5) sinh 2x = 2.sinh x.coshx %3D

A: (5)To prove the following identity sinh(2x) = 2·sinh(x)·cosh(x)

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A: Please refer to the image below.

Q: Find dy/dx of the equation y=ln(sinx) when x=pi/4 a. 3 b. 1 c. 0 d. 2

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Q: 2. Find the derivative. a. y = sin x

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Q: 8. Find the differential of each function: (a)y=tan(cos.x) : (b) y=- Answer D

A: 8) a) y= tan(cosx)

Q: b. sin? () = 2 over [0, 2n) %3D

A: EXPLANATION

Q: b) ſ cos (Inx)dx=?

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