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A straight highway is 100 miles long, and each mile is marked by a milepost numbered from 0 to 100. A rest area is going to be built along the highway exactly 7 miles away from milepost 58. If 'm' is the milepost number of the rest area, which of the following equations represents the possible locations for the rest area?
A. | 58 - m | = 7
B. | m + 7 | = 58
C. | m - 7 | = 58
D. | 58 + m | = 7

Respuesta :

Answer is |58-m|=7

Because I put in the other answer and it was wrong so I have a picture to prove that the other answer is wrong and this one is right and you have to write 20 words so I'm writing all this

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onyebuchinnaji

The equation that represents the possible locations for the rest area is | 58 - m | = 7.

Possible location of the area

The possible location of the area is calculated as follows;

Total length = 100 miles

Distance of the rest area = 7 miles

mile post number = m

Equation for possible location of rest area

100 - m = 7

Thus, the equation that represents the possible locations for the rest area is | 58 - m | = 7.

Learn  more about absolute distance here: https://brainly.com/question/16944012

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