The cost c of printing a magazine is jointly proportional to the number of pages p in the magazine and the number of magazines printed m
How much would the printing cost be for 1000 copies for a 76 page magazine $=?
And k=0.125
To find the printing cost for 1000 copies of a 76-page magazine, we need to multiply the cost per page by the number of pages and the number of copies.
First, let's find the cost per page:
k = 0.125
Number of pages = 76
Cost per page = k * Number of pages = 0.125 * 76 = 9.5
Now, let's find the printing cost for 1000 copies:
Number of copies = 1000
Printing cost = Cost per page * Number of pages * Number of copies
= 9.5 * 76 * 1000
= 722,000.
Therefore, the printing cost for 1000 copies of a 76-page magazine would be $722,000.
To find the printing cost for 1000 copies of a 76-page magazine, we need to use the formula:
c = k * p * m
Given that k = 0.125, p = 76, and m = 1000, we can substitute these values into the formula to find the printing cost.
c = 0.125 * 76 * 1000
First, let's calculate the product of 0.125 and 76:
0.125 * 76 = 9.5
Now, let's multiply 9.5 by 1000:
9.5 * 1000 = 9500
Therefore, the printing cost for 1000 copies of a 76-page magazine would be $9500.