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. Determine if the following statements are true or false. If the statements is true, explain why. • If the statement is false, give an example of a specific function or graph that shows thestatement is false AND provide an explanation of how your example shows that thestatement is false \text { a) } \int t \sin (5-t) d t \text { can be evaluated using the integration technique of Integration by Parts. } ) If you evaluate an integral using the integration technique of Integration by Parts, the nit does not matter which factor you choose for u. \text { We can evaluate the integral } \int(\sin (x))^{3}(\cos (x))^{3} d x \text { by using the substitution } u= \sin (x), \text { and then evaluating }\left[(u)^{3}(d u)^{3}\right. \text {. }

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