Question: Let f(t) = (t + 3t+4) (4t +2). Find f'(t). f'(t) = Find f'(4). f'(4) = Let f(x) = 7x x + 2 xx

$Let ( f(t)=left(t^{2}+3 t+4ight)left(4 t^{2}+2ight) ) ( f^{prime}(t)= ) Find ( f^{prime}(4) ) [ f^{prime}(4)=$ $Let ( f(x)=7 x^{6} sqrt{x}+frac{2}{x^{3} sqrt{x}} ). [ f^{prime}(x)= ] [NOTE: Your answer should be a function of the$ $( f(x)=left(7 x^{2}-6ight)(2 x+2) )$

Let f(t) = (t + 3t+4) (4t +2). Find f'(t). f'(t) = Find f'(4). f'(4) = Let f(x) = 7x x + 2 xx f'(x) = [NOTE: Your answer should be a function of the variable 'x' and not a number!] If f(x) = (7x - 6) (2x + 2), find f'(x). Find f'(1).

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