Solve the problem.The cost of producing a shipment of widgets that you supply to various regional businesses consists of a setup expense of $20 plus $0.20 per widget. Let C be the total cost of producing a shipment, and let x represent the number of widgets in a shipment. Write in symbolic form an equation that will relate C and x. Generate five data points from this equation using equally incremented x values ranging from 100 to 500, and use this data to plot a graph. What is the cost of producing a shipment of 350 widgets?
A. C = 0.20x; The cost of producing a
shipment of 350 widgets is $70.00.
B. C = 20 + 0.20x; The cost of producing a
shipment of 350 widgets is $90.00.
C. C = 20 + 0.20x; The cost of producing a
shipment of 350 widgets is $70.00.
D. C = 20 + 0.20x; The cost of producing a
shipment of 350 widgets is $100.00.
Answer: B
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A. 
B. 
C. 
D. 
Find the product.(3x - 4)3
A. 27x3 - 108x2 + 108x - 64 B. 27x3 - 108x2 + 144x - 64 C. 9x2 - 24x + 16 D. 27x3 + 108x2 + 144x + 64
Provide the proper response.To graph src="https://sciemce.com/media/4/ppg__fdsf0520192035__f1q117g6.jpg" alt="" style="vertical-align: -17.0px;" /> can be determined graphically and (b) how it relates to the domain of the hyperbola.
- 
= 1 on a graphics calculator, we must consider the union of the graphs of the two functions, 
and 
Using the graph of 
explain (a) how the solution set of 
What will be an ideal response?
For the feasible set shown below, find an objective function in the form kx + y, where k is a positive constant, which will have its maximum value at the given point.
(5, 7)
What will be an ideal response?