Question:
Identify the derivative f'(x). O f'(x)=xR' (x) + R(x) + Q'
Last updated: 7/9/2022

Identify the derivative f'(x). O f'(x)=xR' (x) + R(x) + Q' (x) O f'(x) = R' (x) + Q' (x) O f'(x)=xR' (x) + R(x) + Q(x) O f'(x) = xR' (x) + Q' (x) If R(x)= 3x² +5 and Q(x)=, find an expression for f'(x). (Express numbers in exact form. Use symbolic notation and fractions where needed.)