can u please help me
a printig shop charges a 75-cent minimum for the first 8 photocopies of a flyer. additional copies cost 6 cents each. represent the cost of c copies if c is greater than 8.
thank u
75 + 6(c-8) = ?
Certainly! To represent the cost of additional copies if the number of copies is greater than 8, we can use a mathematical expression. Let's break down the given information:
The printing shop charges a 75-cent minimum for the first 8 photocopies of a flyer, which means that no matter how many copies are made (as long as it's 8 or less), the cost will be 75 cents.
For copies that exceed 8, each additional copy costs 6 cents.
To calculate the cost of the additional copies (c) if c is greater than 8, we can use the following expression:
Cost = (number of copies - 8) * cost per additional copy
In this case, the cost per additional copy is 6 cents.
So, the expression becomes:
Cost = (c - 8) * 0.06
Where "c" represents the total number of copies you want to calculate the cost for.
For example, if you want to find the cost of 12 copies, substitute c = 12 into the expression:
Cost = (12 - 8) * 0.06
Cost = 4 * 0.06
Cost = 0.24
So the cost of 12 copies, if c is greater than 8, would be 24 cents.
I hope this explanation helps! Let me know if there is anything else I can assist you with.