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Quiz At Home

Title: Product and Quotient of power rule & zero exponent rule

Grade 6+ Lesson s3-l4

Explanation: Hello Students, time to practice and review. Let us take next 10-15 minutes to solve the ten problems using the Quiz Sheet. Then submit the quiz to get the score. This is a good exercise to check your understanding of the concepts.

Quiz: at Home

Id	Name	Note
1	Evaluate the following expression: \$ (11t)^2 \$.	A) \$ 131t^2 \$ B) \$ 121t^2 \$ C) \$ 141t^2 \$ D) \$ 151t^2 \$
2	Simplify the expression: \$ (6/7)^3 \$.	A) \$ (126)/(343) \$ B) \$ (216)/(323) \$ C) \$ (216)/(343) \$ D) \$ (226)/(313) \$
3	Simplify the expression \$ (7/8)^4\$.	A) \$ (1201)/(4096) \$ B) \$ (2111)/(4126) \$ C) \$ (2401)/(4596) \$ D) \$ (2401)/(4096) \$
4	Evaluate the expression: \$ (53)^0 \$.	A) 1 B) 2 C) 3 D) 4
5	Simplify the expression \$ (−2y 3z)^2 \$.	A) \$ 36(y z)^2 \$ B) \$ 30(yz)^2 \$ C) \$ 45(yz)^2 \$ D) \$ 41(yz)^2 \$
6	Evaluate the following expression using the zero exponent rule: \$(6z)^0\$.	A) 1 B) 2 C) -1 D) 0
7	Evaluate the following expression using the Power of a Quotient Rule: \$ (5/9)^2 \$.	A) \$ (25)/(81) \$ B) \$ (26)/(81) \$ C) \$ (- 26)/(18) \$ D) \$ (- 25)/(81) \$
8	Simplify the expression using the Power of a Product Rule: \$ (3cd)^3 \$.	A) \$ 24 c^3 d^3 \$ B) \$ 27 c^3 d^3 \$ C) \$ 27 c^4 d^3 \$ D) \$ 27 c^3 d^-2 \$
9	Evaluate the following expression using the Power of a Quotient Rule: \$((-15)/3)^3 \$.	A) 125 B) -150 C) -125 D) 150
10	Simplify the expression using the Power of a Product Rule: \$(2x(yz)^2)^3\$.	A) \$ 8 x^3 y^6 z^5 \$ B) \$ -8 x^3 y^6 z^6 \$ C) \$ 8 x^(-2) y^6 z^6 \$ D) \$ 8 x^3 y^6 z^6 \$

Name

Note

Evaluate the following expression: \$ (11t)^2 \$.

A) \$ 131t^2 \$

B) \$ 121t^2 \$

C) \$ 141t^2 \$

D) \$ 151t^2 \$

Simplify the expression: \$ (6/7)^3 \$.

A) \$ (126)/(343) \$

B) \$ (216)/(323) \$

C) \$ (216)/(343) \$

D) \$ (226)/(313) \$

Simplify the expression \$ (7/8)^4\$.

A) \$ (1201)/(4096) \$

B) \$ (2111)/(4126) \$

C) \$ (2401)/(4596) \$

D) \$ (2401)/(4096) \$

Evaluate the expression: \$ (53)^0 \$.

A) 1

B) 2

C) 3

D) 4

Simplify the expression \$ (−2y 3z)^2 \$.

A) \$ 36(y z)^2 \$

B) \$ 30(yz)^2 \$

C) \$ 45(yz)^2 \$

D) \$ 41(yz)^2 \$

Evaluate the following expression using the zero exponent rule: \$(6z)^0\$.

A) 1

B) 2

C) -1

D) 0

Evaluate the following expression using the Power of a Quotient Rule: \$ (5/9)^2 \$.

A) \$ (25)/(81) \$

B) \$ (26)/(81) \$

C) \$ (- 26)/(18) \$

D) \$ (- 25)/(81) \$

Simplify the expression using the Power of a Product Rule: \$ (3cd)^3 \$.

A) \$ 24 c^3 d^3 \$

B) \$ 27 c^3 d^3 \$

C) \$ 27 c^4 d^3 \$

D) \$ 27 c^3 d^-2 \$

Evaluate the following expression using the Power of a Quotient Rule: \$((-15)/3)^3 \$.

A) 125

B) -150

C) -125

D) 150

Simplify the expression using the Power of a Product Rule: \$(2x(yz)^2)^3\$.

A) \$ 8 x^3 y^6 z^5 \$

B) \$ -8 x^3 y^6 z^6 \$

C) \$ 8 x^(-2) y^6 z^6 \$

D) \$ 8 x^3 y^6 z^6 \$