CALCULUS EXAM REVIEW TESTED QUESTIONS
WITH CORRECT SOLUTIONS FOR
GUARANTEED PASS
◉d/dx [f(x)/g(x)] = . Answer: quotient rule
◉f'(g(x))g'(x) . Answer: chain rule
◉d/dx [ln|x|] = . Answer:
◉d/dx [a^x] = . Answer:
◉d/dx [log_a X] = . Answer:
◉- sinx . Answer:
◉secxtanx . Answer:
◉- cscxcotx . Answer:
, ◉d/dx [tanx] . Answer:
◉d/dx [cotx] . Answer:
◉cosx . Answer:
◉quotient rule . Answer:
◉derivative of a power . Answer:
◉chain rule . Answer:
◉derivative of an exponential function . Answer:
◉derivative of a natural log . Answer:
◉d/dx [a^x] . Answer:
◉derivative of a log base a . Answer:
◉d/dx [sinx] . Answer:
WITH CORRECT SOLUTIONS FOR
GUARANTEED PASS
◉d/dx [f(x)/g(x)] = . Answer: quotient rule
◉f'(g(x))g'(x) . Answer: chain rule
◉d/dx [ln|x|] = . Answer:
◉d/dx [a^x] = . Answer:
◉d/dx [log_a X] = . Answer:
◉- sinx . Answer:
◉secxtanx . Answer:
◉- cscxcotx . Answer:
, ◉d/dx [tanx] . Answer:
◉d/dx [cotx] . Answer:
◉cosx . Answer:
◉quotient rule . Answer:
◉derivative of a power . Answer:
◉chain rule . Answer:
◉derivative of an exponential function . Answer:
◉derivative of a natural log . Answer:
◉d/dx [a^x] . Answer:
◉derivative of a log base a . Answer:
◉d/dx [sinx] . Answer:
