In the graph below the input x\displaystyle {x} is the number of units produced by a machine in a factory. The output y\displaystyle {y} is the profit made by the sale of these units when they are produced. Determine the intercepts and interpret the meaning of each.

A. Give the coordinates of the x\displaystyle {x}-intercept:

B. Interpret the meaning of the x\displaystyle {x}-intercept:

C. Give the coordinates of the y\displaystyle {y}-intercept:

D. Interpret the meaning of the y\displaystyle {y}-intercept:

E. Determine the slope of the line:                 [Make sure your slope is written as a reduced fraction.]

F. Interpret the meaning of the slope. For each 15-unit increase in units sold there is a(n) in profit of $. Round your answer to the nearest cent.

G. Write the equation of the line in y=mx+b\displaystyle {y}={m}{x}+{b} form:  

H. Use your equation to determine what quantity of units will yield a profit of $342: