To produce a textbook, suppose the publisher spent $115,000 for typesetting and $8.50 per book for printing and binding. The total cost to produce and print n books can be written as
C=115,000+8.5(n)
C.Find the cost to produce one more textbook when you have already produced 10,000 textbooks. If you have already produced 10,000 textbooks, it'll cost you $ to produce one more.
I found the answer.
To find the cost to produce one more textbook when you have already produced 10,000 textbooks, you can substitute the value of n = 10,000 into the cost equation C = 115,000 + 8.5(n), where C represents the total cost.
So, plugging in n = 10,000 into the equation, we get:
C = 115,000 + 8.5(10,000)
First, we can calculate 8.5 multiplied by 10,000:
8.5(10,000) = 85,000
Now, we can substitute that value back into the equation:
C = 115,000 + 85,000
By performing the addition, we obtain:
C = 200,000
Therefore, to produce one more textbook when you have already produced 10,000 textbooks, it will cost you $200,000.