At a peanut butter factory, the daily production cost, c, for j jars of peanut butter is modeled by the graph below. what are the domain and range of the function c(j)? a. domain: all real numbers range: c> 5,000 b. domain: all real numbers range: c> 2,500 c. domain: j> 0 range: c> 5,000 d. domain: j> 0 range: c> 2,500

Option D

Step-by-step explanation:

From the graph we find that the graph runs only in the I quadrant.

Hence x,y are positive only

Next is y intercept = 2500 and y increases continuously after that.

This implies y >=2500

Hence range is C>2500

Domain is the no of jars of peanut butter.

Hence j>0

In other words, 2500 is the fixed cost even when there is no production and cost cannot be less than 2500 at any time.

Production can be any number of jars from 0 onwards.

Hence option D

people went from manufacturing one object at a time by hand to manufacturing many objects in factories

what are the statements

step-by-step explanation: