# EN L4

Quiz by Math I Get it, updated more than 1 year ago
 Created by Math I Get it over 4 years ago
8
0

### Description

This quiz will assess your skills when applying several exponent properties within one problem.

## Resource summary

### Question 1

Question
Simplify. All answers should be written using positive exponents.
• $\frac{16p^{10}}{49}$
• $\frac{8p^5}{14}$
• $\frac{6p^{11}}{9}$
• $\frac{16p^{11}}{49}$

### Question 2

Question
Simplify. All answers should be written using positive exponents.
• $\frac{8}{pw}$
• $\frac{14}{pw}$
• 8
• 1

### Question 3

Question
Simplify. All answers should be written using positive exponents.
• $\frac{64f^9g^3}{27h^{18}}$
• $\frac{12f^9g^3}{9h^{18}}$
• $\frac{64f^6g^3}{27h^{9}}$
• $\frac{12f^6g^4}{9h^{9}}$

### Question 4

Question
Simplify. All answers should be written using positive exponents.
• $\frac{1}{n^{10}r^{25}}$
• $\frac{1}{n^{2}}$
• $\frac{1}{n^{2}r^4}$
• $x^{10}r^{25}$

### Question 5

Question
Simplify. All answers should be written using positive exponents.
• $\frac{c^8}{7dh^4}$
• $\frac{7dh^4}{c^8}$
• $\frac{6}{ch^{-5}}$
• $\frac{ch}{7d^2}$

### Question 6

Question
Simplify. All answers should be written using positive exponents.
• $\frac{9x^4}{4y^2z^6}$
• $\frac{4y^2z^6}{9x^4}$
• $\frac{-9y^2z^6}{4x^4}$
• $\frac{2yz^3}{3x^2}$

### Question 7

Question
Simplify. All answers should be written using positive exponents.
• $\frac{36w^{10}}{49p^{12}r^6}$
• $\frac{12w^{10}}{14p^{12}r^6}$
• $\frac{12w^{7}}{14p^{8}r^5}$
• $\frac{36w^{7}}{49p^{8}r^5}$

### Question 8

Question
Simplify. All answers should be written using positive exponents.
• $6^9x^5y^{13}$
• $6^{20}x^5y^{40}$
• $30^4x^5y^{40}$
• 5
• 1

### Question 9

Question
Simplify. All answers should be written using positive exponents.
• $\frac{49}{9}$
• $\frac{9}{49}$
• $\frac{-6}{-14}$
• $\frac{6}{14}$

### Question 10

Question
Simplify. All answers should be written using positive exponents. $(x^3y^{-5}x^{-8})^2$
• $\frac{1}{x^{10}y^{10}}$
• $\frac{1}{x^{3}y^{3}}$
• $x^{22}y^{10}$
• $x^{10}y^[10}$

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