The correct function for the first of n cans is:
C(n) = 3.15 - 0.75n
Question #6
A can Fancy Fiesta tuna is on sale for $3.15 a canYou have a coupon for 60.75 off your total purchase.
Part A) Which is the correct function for the first of n cans?
C(n) = 3.15 - 0.75n
C(n) = 3.15n + 0.75
C(n) = 3.15 + 0.75n
C(n) = 3.8n - 0.75
C(n) = 3.15n - 0.75
C(n) = 3.8 - 0.75n
3 answers
How much would 17 cans cost
To calculate the cost of 17 cans, you need to substitute n = 17 into the function C(n) = 3.15 - 0.75n:
C(17) = 3.15 - 0.75(17)
C(17) = 3.15 - 12.75
C(17) = -9.6
So, the cost of 17 cans would be $9.60.
C(17) = 3.15 - 0.75(17)
C(17) = 3.15 - 12.75
C(17) = -9.6
So, the cost of 17 cans would be $9.60.