Product, Quotient & Chain Rules Assessment Test
We welcome you to our informative Product, Quotient & Chain Rules Assessment Test. In calculus, the product, quotient, and chain rules are methods of finding the derivative of a function, that is, the ratio of two differentiable functions, differentiating problems where one function is multiplied by another, and differentiating compositions of functions. Can you ace our quiz? Go ahead and give it a try. All the questions are compulsory, so please make sure to read all the questions carefully before answering. Remember to collect your scorecard after completing the quiz. All the best!
- 1.
If the two functions f(x) and g(x) are differentiable (i.e. the derivative exist) then the product is differentiable is called the...- A.
Product rule
- B.
Quotient rule
- C.
Power rule
- D.
Chain rule
- 2.
A method of finding the derivative of a function that is the ratio of two differentiable functions is...
- A.
Quotient rule
- B.
Chain rule
- C.
Power rule
- D.
Product rule
- 3.
What can be used to find the derivative of a function?
- A.
Quotient rule
- B.
Calculator
- C.
Angle
- D.
Bodmas
- 4.
The answer after you divide one number by another is the...
- A.
Abstract
- B.
Product
- C.
Quotient
- D.
Rule
- 5.
The product of two or more numbers raised to a power is equal to the product of each number raised to the same power is...
- A.
Product rule
- B.
Power rule
- C.
Chain rule
- D.
Quotient rule
- 6.
The number which we divide is called the...
- A.
Dividend
- B.
Divisor
- C.
Quotient
- D.
Quadrant
- 7.
The number by which we divide is called the...
- A.
Quadrant
- B.
Dividend
- C.
Divident
- D.
Divisor
- 8.
The number left over after division is called the...
- A.
Dividor
- B.
Product
- C.
Dividend
- D.
Remainder
- 9.
To divide two exponents with the same base, keep the base and subtract the powers. This is...
- A.
Quotient rule
- B.
Power rule
- C.
Chain rule
- D.
Power rule
- 10.
The quantity produced by the division of two numbers is...
- A.
Quotient
- B.
Product
- C.
Multiplier
- D.
Ratio
