Question: f. Question 4 > Textbook Videos _' [+] Let f(x) = V3x2 + 3x + 8 f' (20) = f' (4) =f. Question 6 >

$\f. Question 4 > Textbook Videos _' [+] Let f(x) =$ $V3x2 + 3x + 8 f' (20) = f' (4) =\f. Question$ 6 > Textbook @ Videos _' [+] Use the chain rule to find the derivative of f(a) = 3(- 623 + 778) 15 You do not need to expand out your answer. f' (x) =.Question7 v I Textbookf @ Videos C [+] Use the chain rule to find the derivative of at) = tax/91:3 + 22:10 Type your answer without $fractional or negative exponents. Use sqrt(x] for Has) = \\\\ \fO Question$ 9 A > Textbook Videos _ [+] Find the derivative of: 4 sin (9x6). lint: sin?(x) = [sin(x)]2 ...so use the ...so use the $chain rule (twice!).\f. Question 10 Textbook Videos _ [+] Let f(a) =$ $3 csc(4x f' (2) =\f0 Question 12 v$ image text in transcribed

\f. Question 4 > Textbook Videos _' [+] Let f(x) = V3x2 + 3x + 8 f' (20) = f' (4) =\f. Question 6 > Textbook @ Videos _' [+] Use the chain rule to find the derivative of f(a) = 3(- 623 + 778) 15 You do not need to expand out your answer. f' (x) =.Question7 v I Textbookf @ Videos C [+] Use the chain rule to find the derivative of at) = tax/91:3 + 22:10 Type your answer without fractional or negative exponents. Use sqrt(x] for Has) = \\\\ \fO Question 9 A > Textbook Videos _ [+] Find the derivative of: 4 sin (9x6). lint: sin?(x) = [sin(x)]2 ...so use the ...so use the chain rule (twice!).\f. Question 10 Textbook Videos _ [+] Let f(a) = 3 csc(4x f' (2) =\f0 Question 12 v

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