y = (1+ v) (2 - 2V=) 11 5 3 -3x+-x 2- 3 -3x 2 2 11 5 - 3. O Option 2 O Option 1 3 5 2 2 3 5 2 2 11 5 x2+x3- x. 3 3x- -3x 21

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A: Follow the procedure given below.

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A: Solved below

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A: Topic:- calculus

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A: Explained below 

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A: use the roots of homogeneous differential equation.

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A:

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A: We can answer both the question as below

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A: Question no. 3a,Given,           ∫sec8xdx

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A: Solution: ∫x5-x3-6xdxx2+2  

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Q: 3. Find the general solutions rounded to two decimal places for each of the following. For each ques...

A: Given :a) sin 3x= 0.72sin 3x = 12The General solution is x=(8n-7)π2∪(8n-5)π2  ∀n∈ℤ  

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A: We need to find surface area.

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A: Topic:- calculus

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Q: 4 dx the integrand is x2 In x2 A) True B) False

A: We can find the answer as below.

Q: Use the basic properties of the integral to calculate (u² + 6u) du. Si(u² + 6u) du =

A: ∫03 u2+6udu

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Q: sin z Differentiate y =

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Q: Find the following using the table below. 1 2 3 f(x) f'(z) g(x) 1 4 4. 1 2 4 (x),6 h' (2) if h(x) = ...

A: