a. Answer The elevation at the lowest point after 200 minutes is − 20000 feet . Explanation Given information : MIR takes about 200 minutes to reach lowest point to which it can dive. Calculation : Since, as a MIR dives its elevation changes by − 100 feet each minute. Therefore, In 200 minutes the elevation at the lowest point is − 100 ( 200 ) = − 20000 feet . Thus, the elevation at the lowest point is − 20000 feet . b. To determine To find : How long would a MIR take to dive to 100 feet below the sea level. Answer It would take 10 minutes for MIR to dive 1000 feet below the sea level. Explanation Given information : The elevation of MIR changes by − 100 feet each minute. Calculation : Since, as a MIR dives its elevation changes by − 100 feet each minute. Therefore, Time taken by MIR to dive to 1000 feet below the sea level is the quotient of − 1000 by − 100 . Therefore, − 1000 − 100 = 10 minutes . Thus, it would take 10 minutes for MIR to dive 1000 feet below the sea level.

Holt Mcdougal Larson Pre-algebra: Common Core Practice Workbook

1st Edition

ISBN: 9780547614601

Author: HOLT MCDOUGAL

Publisher: HOLT MCDOUGAL

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Question

Chapter 1.7, Problem 27E

To determine

To find : A MIR take about 200 minutes to reach the lowest point to which it can dive. What is its elevation at that time?

Expert Solution

Answer to Problem 27E

The elevation at the lowest point after 200 minutes is −20000 feet .

Explanation of Solution

Given information :

MIR takes about 200 minutes to reach lowest point to which it can dive.

Calculation :

Since, as a MIR dives its elevation changes by −100 feet each minute.

Therefore,

In 200 minutes the elevation at the lowest point is

−100(200)=−20000 feet .

Thus, the elevation at the lowest point is −20000 feet .

To determine

To find : How long would a MIR take to dive to 100 feet below the sea level.

Expert Solution

Answer to Problem 27E

It would take 10 minutes for MIR to dive 1000 feet below the sea level.

Explanation of Solution

Given information :

The elevation of MIR changes by −100 feet each minute.

Calculation :

Since, as a MIR dives its elevation changes by −100 feet each minute.

Therefore,

Time taken by MIR to dive to 1000 feet below the sea level is the quotient of −1000 by −100 . Therefore,

−1000−100=10 minutes .

Thus, it would take 10 minutes for MIR to dive 1000 feet below the sea level.

Chapter 1.7, Problem 26E

Chapter 1.7, Problem 28E

Chapter 1 Solutions

Holt Mcdougal Larson Pre-algebra: Common Core Practice Workbook

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