Question

PLEASE HELP !! The cost of producing x units of a certain commodity is given by P(x) = 100 + (def integral from 0 to x)MC(s)ds, where P is in dollars and M(x) is marginal cost in dollars per unit.

Answer 1

A. Suppose the marginal cost at production level of 500 units is $10 per unit, and the cost of producing 500 units is $12000 (that is, M(500) = 10 and p(500) = 12000). Use tangent line approximation to estimate the cost of producing only 497 units.

Answer 2

B. Suppose the production schedule is such that the company produces five units each day. That is, the number of units produced is x = 5t, where t is in days, and t=0 corresponds to the beginning of production. Write an equation for the cost of production P as a function of time t.

Answer 3

C. Use your equation for P(t) from part B to find dP/dt. Be sure to indicate units and describe what dP/dt represents, practically speaking.

Answer 4

i got $11970 for A

Answer 5

i need help with the other two

Answer 6

this is the third time i ve posted this and no one ever helps....jsknls this is due to today. i don t need answers just how to approach it

Answer 7

What do u think it is

Answer 8

@ShootingStar28

Answer 9

well for the second one i m assuming i have to make a definite integral with an interval of [0,5t] but idk after that

Answer 10

part B i mean

Answer 11

1 sec I'm not sure

Answer 12

okay

Answer 13

@SnuggieLad

Answer 14

Can u him plz Caz I'm not sure about the answer

Answer 15

i feel like this is supposed to be easy but like i don t get it uhhh,,,and i m alone again and no one s gonna help me and i m going to die

Answer 16

i ve already messaged my teacher an he doesn t even respond .. i m at my wits end ....

Answer 17

thanks for nothing :-))))))))) i m gonna k m s ///sarcasm