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- Evaluate the the given integrals. Show complete solution and include the n, u, and du.Find the general indefinite integral. (a)∫(7−13sin(x)+9cos(x))dx (b)∫(ex+3x−11−x2)dx (c)∫(3x5−x)(x+2)dx (d)∫x4−x3x5dx (e)∫(71+x2+2sec(2x)tan(2x))dxLet Z ∼ U[0, 2] Write and compute an integral for E[(Z − 1)2]. How shouldyou have known the numerical value of the integral before you even wrote it?
- Find the general indefinite integral. ∫ v (v2 + 2)2 dvEvaluate the integral of ax^2 e^bx dx assume a and b are constants.4.1 Use properties of the indefinite integral to express the following integral in terms of simpler integrals: ∫(−2x2+6x−6)dx Select the correct answer below: a. 2∫x2dx+6∫xdx+6∫dx b. −2∫x2dx+6∫xdx+6∫dx c. −2∫x2dx+∫6xdx−6∫dx d. −∫2x2dx+6∫xdx−6∫dx e. −2∫x2dx+6∫xdx−6∫dx f. 2∫x2dx−6∫xdx−6∫dx