Question: f2 _ If g(s) = W, compute g'(s). Hint: Simplify 9(5) by writing it as a sum of power functions before computing g'(s). s SOLUTION:

$\f2 _ If g(s) = W, compute g'(s). Hint: Simplify 9(5)$ by writing it as a sum of power functions before computing g'(s). s SOLUTION: 9(s ) = 453 - 145 + 4 VS Riote

: $5 = 51/ 2 Use Quotient Rule : Of5) = 15

\f2 _ If g(s) = W, compute g'(s). Hint: Simplify 9(5) by writing it as a sum of power functions before computing g'(s). s SOLUTION: 9(s ) = 453 - 145 + 4 VS Riote : $5 = 51/ 2 Use Quotient Rule : Of5) = 15 ( 85 - 14 ) - (452 - 145 + 6 ) ( 75 17) ( VS ) ? 13 ( 85 - 14 ) - 45 2 - 145 + 6 9 (s ) . avs 25 (85- 14 ) - ( 453 - 145 + 6 ) S 1652 - 285 - 452+ 145 - 6 g ' (s ) = avs S 1252 - 145 -4 g ts ) = 2vs S 1252- 145 -4 2( 652 - 75 - 3 ) 9 ' (5). 650- 75 - 3

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