Question: (6) Compute %[003($)sm($)ln(m)]. Simplify the answer. 3 2 (7) Use the quotient rule to compute the derivative of a: +4 . $ _ (8) Compute
![(6) Compute %[003($)sm($)ln(m)]. Simplify the answer. 3 2 (7) Use the](https://s3.amazonaws.com/si.experts.images/answers/2024/06/668173e4b9383_844668173e49d717.jpg)
(6) Compute %[003($)sm($)ln(m)]. Simplify the answer. 3 2 (7) Use the quotient rule to compute the derivative of a: +4 . $ _ (8) Compute / (334 + 2183 23:) dm. (9) Compute/ 23in(:c)dm 0 (10) The volume of a cube is given by: V = 53 Where 3 is a side. If all the edges of a cube are expanding at the rate of 1 inch per second, then how fast is the volume changing when each edge is 3 inches
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