SOLUTION: (12) A coupon for $5 off any lunch price states that a 15% tip will be added to the price before the $5 is subtracted. So, C(x) = x - 5 represents the price after the coupon reduct

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Question 1198110: (12) A coupon for $5 off any lunch price states that a 15% tip will be added to the price before the $5 is subtracted. So, C(x) = x - 5 represents the price after the coupon reduction. T(x) = 1.15 x represents the price after the tip is applied. Write the simplified composite functions C(T(x)) and T(C(x)). Which composite function represents the conditions of the coupon?
Answer by josgarithmetic(39620) About Me  (Show Source):
You can put this solution on YOUR website!
The description of handling the lunch cost corresponds to C%28T%28x%29%29 is the cost for the lunch which the customer must pay.

You can form and simplify the composition on your own!