Explanation Given Information: The taxi far is initial charge of $ 3.50 plus $ 2 per mile. Formula used: The steps to solve the problem: 1. Familiarize the problem situation. 2. Then translate the obtained problem situation into an equation. 3. Next solve the equation from step 2. 4. Apply proper check of the answer in the original problem. 5. Finally state the answer to the problem clearly. Calculation: 1. Familiarize: Let the number of miles travelled by taxi be x , It is given that the far of the taxi is initially $ 3.50 and $ 2.00 added each one mile. Thus, the fare of taxi at x mile is 2 x. 2. Translate: Now translate the given problem to an equation as, 3.50 + 2 x = 39.50 . Solve: Solve the equation 3.50 + 2 x = 39.50 . Subtract 3.50 on both sides, 3.50 + 2 x − 3.50 = 39.50 − 3

9th Edition

ISBN: 9780321997173

Author: Marvin L. Bittinger, Judith A. Beecher

Publisher: PEARSON

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Chapter 8.6, Problem 31ES

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To calculate: The distance travelled by the cost $39.50 if the taxi far is initial charge of $3.50 plus $2 per mile.

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Chapter 8.6, Problem 30ES

Chapter 8.6, Problem 32ES

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The distance travelled by the cost $ 39.50 if the taxi far is initial charge of $ 3.50 plus $ 2 per mile.

Solution Summary: The author calculates the distance travelled by the cost 39.50 if the taxi far is initial charge of

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To calculate: The distance travelled by the cost $39.50 if the taxi far is initial charge of $3.50 plus $2 per mile.

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Chapter 8 Solutions