Shanya Taylor uvi-stolz-mat-242-summer-2022 Assignment Definite Integral due 06/28/2022 at 11:59pm AST Problem 1. (1 point) Problem 5. (1 point) Note: You can get full credit for this problem by just answering It is easy to show by direct computation that Jaxdx = b. Use the last question correctly. The initial questions are meant as hints this fact and the fact that for - cos(x) dx = 1, together with the towards the final answer and also allow you the opportunity to get properties of integrals, to evaluate for (-9cos(x) + 8x)dx. partial credit. The integral , 6x -x - 8x x MUST be evaluated by break- ing it up into a sum of three integrals: Answer(s) submitted: (incorrect) Problem 2. (1 point) [lar -x' - 8x/ dit Evaluate / f(x)dx, where f(x) = ! where 7sin(x), OSXSK. a = C=. [ fx)ax = far- - 8x| dx = 16 6-x - 8x| dx= fe Jax' - x - 8x dx= Answer(s) submitted: Thus S Joy -x - 8x| dx= (incorrect) Problem 3. (1 point) Answer(s) submitted: Write the integral as a sum of integrals without absolute values and evaluate: . frys | cosx | dx = Answer(s) submitted: (incorrect) incorrect) Problem 4. (1 point) Evaluate the integral Problem 6. (1 point) 1/4 4 + 4cos (x) dx Evaluate the integral cos (x) Integral = Answer(s) submitted: Answer(s) submined: (incorrect) (incorrect) Generaled by OWCH Work, hup /webwork.maa.org. Mathematical Association of America