A wireless phone company charges a monthly fee of $39.99 plus $0.49 per minute for usage that exceeds the included minutes. Write an equation for the monthly cost 'c' in terms of the number of exceeded minutes 'm'.Solve the equation to find the cost when the number of exceeded minutes is 29. Write your answer as an ordered pair.

c = .49m + 39.99

plug in m = 29

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To write the equation for the monthly cost 'c' in terms of the number of exceeded minutes 'm' for the wireless phone company, we need to consider the fixed monthly fee of $39.99 and the additional cost per minute ($0.49) for exceeded minutes.

The fixed monthly fee remains the same regardless of the number of exceeded minutes. Therefore, it is simply $39.99.

For the exceeded minutes, we can multiply the number of exceeded minutes 'm' by the cost per minute ($0.49) to calculate the additional cost. So, the cost for the exceeded minutes would be: $0.49 * m.

To find the equation for the total monthly cost 'c', we can sum up the fixed monthly fee and the additional cost for the exceeded minutes:

c = $39.99 + $0.49 * m

Now, to find the cost when the number of exceeded minutes is 29, we substitute 'm' with 29 in the equation:

c = $39.99 + $0.49 * 29

Calculating this expression:

c = $39.99 + $14.21

Simplifying,

c = $54.20

Therefore, when the number of exceeded minutes is 29, the cost 'c' is $54.20.

As an ordered pair, the answer is (29, $54.20), representing the number of exceeded minutes and the corresponding cost.