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Intermediate Algebra

OPENSTAX

$Math Studyset 91影视 Explanations$ Math

OER 2017 Edition 路 1346 pages

ISBN: 9780998625720

Chapter 5: 263 (page 538)

In the following exercises . Simplify the expression

Short Answer

Expert verified

The simplified expression is $42 m^{5} n^{8}$ .

Step by step solution

01

Step 1. Given Information

The given expression is $(6 m^{4} n^{3}) (7 m n^{5})$ .

02

Step 2. Simplify the given expression.

Simplify the expression $(6 m^{4} n^{3}) (7 m n^{5})$

$(6 m^{4} n^{3}) (7 m n^{5}) = 6 n^{3} 路鈥� 7 m^{4 + 1} n^{5} 6 n^{3} 路鈥� 7 m^{4 + 1} n^{5} = 6 n^{3} 路鈥� 7 m^{5} n^{5} 6 n^{3} 路鈥� 7 m^{5} n^{5} = 6 路鈥� 7 m^{5} n^{3 + 5} 6 路鈥� 7 m^{5} n^{3 + 5} = 6 路鈥� 7 m^{5} n^{8} 6 路鈥� 7 m^{5} n^{8} = 42 m^{5} n^{8}$

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Most popular questions from this chapter

Solve the square using the binomial squares pattern.

${(\frac{1}{8} x - \frac{1}{9} y)}^{2}$

Simplify ${(\frac{1}{3} m^{3} n^{2})}^{4} {(9 m^{8} n^{3})}^{2}$

Multiply (a) $(3.5 脳 10^{- 4}) (1.6 脳 10^{- 2})$ to get answer in decimal form

Divide (b) $\frac{8 脳 10^{6}}{4 脳 10^{- 1}}$ to get answer in decimal form

Convert (a) $1.6 脳 10^{10}$ (b) $8.43 脳 10^{- 6}$ to decimal form.

Convert (a) $7.5 脳 10^{6}$ (b) $- 4.13 脳 10^{- 5}$ to decimal form.

See all solutions

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