6. Evaluate the integral. Find the antiderivative (indefinite integral) first and use Part 2 of Fundamental Theorem of Calculus to get the result. (b) (c) 1 ½ da 1² 10² 3x +4 x dx √3 LAXY'S I- 8 1+x² dx

Q: 1 = S I .3 x³ sin(2x) (x² + 1)² -dx.

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Q: Evaluate the integral. 4tm 2 sin(2t) dt

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Q: Evaluate integral I60 e2x-3/ex dx I is the integral sign 6 is upper bound and 0 lower bound.

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Q: 4x² 49 dx | Evaluate the integral: (A) Which trig substitution is correct for this integral? O x =…

A: A) This step can be performed by intuition or by substituting each given option into the given…

Q: 2x

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Q: 3. Use the fundamental theorem of calculus to find the exact value of the definite integral. Show…

A: Definition used -                 Power rule of integration -                       ∫xndx…

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Q: Si dx using Part 1 of the Fundamental Theorem of Calculus. x4 Enter the exact answer. Evaluate the…

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Q: 10 -3e -3e* sin(t-s) ds

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Q: 13) Calculate definite integral. Give answer as a fraction in lowest terms (x2 – 2x-3 + 3)dx

A: We will use integration rules