Product and Quotient Rule | Quizalize

My Classes
Find resources
My Library
Create

Loading...

Product and Quotient Rule | Quizalize

Loading...

Loading...

Loading...

Loading...

placeholder image to represent content

Product and Quotient Rule

Quiz by Erin McCarthy

Customize this quiz to suit your class

Instantly translate to 100+ languages

Measure skills

from any curriculum

Tag the questions with any skills you have. Your dashboard will track each student's mastery of each skill.

Give this quiz to my class

as a classroom game

as homework

as an exam

as a printed PDF

Q 1/14
Score 0
Expand the expression: 3^5
45
3x3x3x3x3
Q 2/14
Score 0
Expand the expression: (-9)^3
45
(-9)x(-9)x(-9)

14 questions

Q.

Expand the expression: 3^5

1

45 sec

Q.

Expand the expression: (-9)^3

2

45 sec

Q.

Condense the expression: 5x5x5x5x5x5x5

3

45 sec

Q.

Condense the expression: (-8)(-8)(-8)(-8)(-8)

4

45 sec

Q.

Use the product rule to write the expression as a single positive exponent: (5^6)x(5^4)

5

45 sec

Q.

Use the product rule to write the expression as a single positive exponent: (8^5)x(8^(-3))

6

45 sec

Q.

Use the product rule to write the expression as a single positive exponent: (3^5)x(3^(-6))

7

45 sec

Q.

Use the product rule to write the expression as a single positive exponent:(6^4)x(6^-7)

8

45 sec

Q.

Use the quotient rule to write the expression as a single positive exponent: (4^6)/(4^4)

9

45 sec

Q.

Use the quotient rule to write the expression as a single positive exponent: (7^8)/(7^(-2))

10

45 sec

Q.

Use the quotient rule to write the expression as a single positive exponent: (5^6)/(5^7)

11

45 sec

Q.

Use the quotient rule to write the expression as a single positive exponent: (6^7)/(6^(-9)

12

45 sec

Q.

Write the expression as a single positive exponent: 5^(-7)

13

45 sec

Q.

Write the expression as a single positive exponent: (-10)^(-4)

14

45 sec

Related quizzes

Create a 20 question quiz having students identify the base and the exponent of an expression. Ask questions when students have to use the product rule and the quotient rule and the power to power exponent rules.
10 Multiple Choice questions on the product rule of exponents and the quotient rule of exponents for 8th grade
Product, Quotient and Chain Rules
Based on the PowerPoint you shared, here is a simple quiz focusing on vocabulary, exponent laws, and identifying function types. --- Quiz: Exponent Laws & Rational Exponents (3.1–3.3) Multiple Choice (5 questions) Choose the correct answer. 1. In the expression 5^3, the number 3 is called the a) base b) power c) exponent d) coefficient 2. Which law of exponents would you use to simplify (x^2)^3? a) Product rule b) Quotient rule c) Power of a power rule d) Zero exponent rule 3. According to the zero exponent law, 7^0 = a) 0 b) 1 c) 7 d) undefined 4. If the first differences in a table of values are constant, the function is a) linear b) quadratic c) exponential d) not a function 5. Which expression is equivalent to \frac{2^5}{2^3}? a) 2^2 b) 2^8 c) 2^{15} d) 2^{-2} True or False (5 questions) Write T for true or F for false. 1. When multiplying powers with the same base, you add the exponents. 2. A negative exponent means the answer will always be negative. 3. For an exponential function, the ratios of consecutive y-values are constant. 4. The power 16^{\frac{1}{2}} is equal to 8. 5. The quotient rule for exponents says \frac{x^a}{x^b} = x^{a-b}. Completion (2 questions) Fill in the blank with the correct term. 1. The _____________ rule states that when raising a power to another power, you multiply the exponents. 2. If the second differences in a table of values are constant, the function is ______________. --- Answer Key Multiple Choice 1. c) exponent 2. c) Power of a power rule 3. b) 1 4. a) linear 5. a) 2^2 True or False 6. T 7. F (a negative exponent indicates a reciprocal, not a negative value) 8. T 9. F (16^{\frac{1}{2}} = \sqrt{16} = 4) 10. T Completion 11. power of a power (or power rule) 12. quadratic
Product and Quotient (Exponents)
Product, quotient, "power to a power", zero, and negative exponents.
1. Absolute Value - The magnitude of a number or the distance from 0 on a real number line. 2. Addend - Any number or quantity being added. (addend + addend = sum) 3. Algorithm - Step-by-step process to accomplish a task. 4. Difference - The amount that remains after one quantity is subtracted from another. (The answer to a subtraction problem) 5. Dividend - A quantity or total to be divided. (dividend ÷ divisor = quotient) 6. Divisor - The number per group by which the dividend is to be divided. 7. Factor - A number that is multiplied by another number. 8. Integers - A set of numbers that includes natural numbers, their opposites, and zero. (… -3, -2, -1, 0, 1, 2, 3 …) 9. Product - The result of a multiplication expression (the answer to a multiplication problem) 10. Quotient - The result of the division of one quantity by another (the answer to a division problem) 11. Rational Numbers - Numbers that can be expressed
Exponent Properties with Products and Quotients