Evaluate the following integral 1 x² +6x+13

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A: We have

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Q: problem in photo attached

A: Take the constant out of the integral sign. Simplify the expression  as x1/3

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Q: Evaluate the following integral

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A: ILATE: Inverse, logarithm, algebraic, trigonometric, exponential.…

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Q: Evaluate the integral. r1/3 -1 2x = xp J1/7

A: ∫1713-12xdx=∫1713-12.1xdxWe know that ∫1x dx=ln(x)+cSo, ∫1713-12xdx=∫1713-12.1xdx

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Q: Evaluate the following integral. ∫ 9tsec2 (2t) dt

A: Given:∫9t sec22t dtIntegral formula:∫xn dx=xn+1n+1∫u dv=uv-∫v du

Q: Evaluate the integral. 2x xp 82.2

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Q: 8х-2 x3-x

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Q: Evaluate the integral. 2 xP 2x² + 3x + 1

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Q: Evaluate the definite integral. V3/3 1 1 + 9x2 xp

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Q: Evaluate the following integral. dr 3r2 - * 12r +36

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Q: Evaluate the integral: ∫ (10t − 7)14 dt

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Q: -34 dr (z - 2)4/5

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A: Given  To find antiderivative , we need to apply partial fractions Factor the denominator part

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Q: Evaluate the following integral. 7 S(3x2 + os x) da

A: given,       ∫3x2+7x-cosxdx

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Q: Evaluate the following integral: (x-2)ex2-4x, -1

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Q: Evaluate the following integral. 7 * 4x - 1 dp- X+ 1

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Q: Evaluate the following integral. dr 3r2 – 12x + 36*

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A: This problem is based on the integration by substitution.

Q: Evaluate the integral. 6. X - 4 x² - 3x - 28 1-3 xp

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Q: Use symmetry to evaluate the following integral  (x^3+2x^7)/(x^6+4)  [-3,3

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