Grade 7 McGraw Hill Glencoe - Answer Keys Answer keys Chapter 3: Integers; Lesson 2: Divide Integers

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Grade 7 McGraw Hill Glencoe - Answer Keys

Chapter 3: Integers; Lesson 2: Divide Integers

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Question 1 (request help)

\(\large 50 \div (-5) = \)

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Question 2 (request help)

\(\large -18\div 9 = \)

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Question 3 (request help)

\(\large -15 \div (-3) = \)

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Question 4 (request help)

\(\large -100 ÷ (-10)= \)

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Question 5 (request help)

\(\large \frac{22}{-2}=\)

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Question 6 (request help)

\(\large \frac{84}{-12}=\)

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Question 7 (request help)

\(\large\frac{-26}{13}=\)

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Question 8 (request help)

\(\large \frac{-21}{-7} = \)

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Evaluate each expression if r = 12, s = -4, and t = -6.

Question 9 (request help)

\(\large r ÷ s = \)

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Question 10 (request help)

\(\large rs ÷ 16 = \)

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Question 11 (request help)

\(\large \frac{t-r}{3} = \)

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Question 12 (request help)

\(\large \frac{8-r}{-2} = \)

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Question 13 (request help)
The distance remaining for a road trip over several hours is shown in the table. Use the information to find the constant rate of change in miles per hour.

miles per hour

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Question 14 (request help)
Justify Conclusions Last year, Mr. Engle’s total income was $52,000, while his total expenses were $53,800. Use the expression \(\frac{I - E}{12}\) , where I represents total income and E represents total expenses, to find the average difference between his income and expenses each month. Then explain its meaning.

$

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