Question

I need help with this problem, PLEASE SOMEBODY.
Suppose the daily cost of producing burlap bags is given by: C9b) = √-0.5b^2+50b+100, where b represents the number of bags produced.
a) Determine the average cost function, C(b).
b) Whats is the average cost per bag if 31 bags are manufactured? I need help with this problem, PLEASE SOMEBODY.
Suppose the daily cost of producing burlap bags is given by: C9b) = √-0.5b^2+50b+100, where b represents the number of bags produced.
a) Determine the average cost function, C(b).
b) Whats is the average cost per bag if 31 bags are manufactured? @Mathematics

Answer 1

:)

Answer 2

C(b)****

Answer 3

please go see my question http://openstudy.com/#/updates/4ea97615e4b02eee39d5a1ac

Answer 4

C(b)****

Answer 5

Dude did you seriously just post your own question in my question??

Answer 6

C(b)****

Answer 7

Stop it or I'm going to report you, thats so rude.

Answer 8

C(b)****

Answer 9

Stop it or I'm going to report you, thats so rude.

Answer 10

a) \[\sqrt(-0.5 b^2+50 b+100)/b\] You just need to put over "b"
b) Subtitute b=31. So your answer is 1.10316

Answer 11

are you sure O_O

Answer 12

Yeah. Just see if the equation is ok, equals to your equation

Answer 13

Okay lemme try working it out, thank you