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Consider the following. g(x) = (Sx* + 3) (x - 7x)3 Let u(x) = (5x + 3)2 and v(x) = (x3 - 7x)3. %3!

Consider the following. g(x) = (Sx* + 3) (x - 7x)3 Let u(x) = (5x + 3)2 and v(x) = (x3 - 7x)3. %3! Find each indicated product. u(x) - v'(x) = 225x16 - 3675x14 + 18645x 12 30135x0 + 22131r - 32193r" + 6615x-9261x v(x) - u'(x) 200x16 - 4200x4 + 25520x2 - 71120x"+ 17640x - 41160 x Find g'(x). Simplify and express the answer using positive exponents only. g'(x) = 425x16-7875x 14 + 48165x'2 101255x" + 39771x- 73353x + 6615x- 9261r 10 %3!

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