13.5 Suppose *** f(x) dx = 2, S 6 11 8.5 f(x) dx = 8.5 * ( 2 f(x) - 4) dx = 11 8.5 √5³ f(a)dx = 4, 6 - 13.5 √1³ f(x) dx = 6.

Q: S(x² – °dx

A: We'll answer the first question only since the exact one wasn't specified. Please submit a new…

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A: 11. According to question,Given integral,∫25-x2-2x dx

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A: Find your answer below

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A: Topic = Integration

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A: x3 + x4dx + 8y3xdy = 0

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A: A detailed solution is given below.

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Q: f"(x) = 2x + 5 and f'(-2) = 4 and f(-2) = -4. Find f'(x) = x^2+5x+10 and find f(2) = 76/3

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Q: Find -2 (2x5+ 3x¹) dx

A: Given that a integration and we solve this integration by using general property of integral.

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Q: 5 a. Find f'(x) and also f"(1) if f(x) =

A: Since you have asked multiple question, we will solve the first question for you as per our guide…

Q: 4 xf (x* )dxif f(x)dx = 5. Find Enter the exact answer. f (x* )dx=

A: given:-∫04f(x)dx=5now∫-20xf(x2)dxlet,x2=t2xdx=dtxdx=12dtx=-2,    t=4x=0 ,       t=0

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Q: 16 = dx / x7 3/5+4x⁹

A: This question has been solved without using trigonometric substitution

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Q: 1. S(2x° - 5x + 2)dx

A: We have to find the given integral