Answer:
Part A)

Part B) For every dollar that the price increases, the sale of shirts decreases by 175 units
Part C)

Explanation:
The question in English is
You set up a company selling stamped t-shirts. You find that for a price of $5.00 per shirt you can sell 1800 t-shirts per month. If the price of each t-shirt is $7.00, you can only sell 1450 t-shirts. A. Assuming that the number of shirts sold can be modeled linearly based on the price of each shirt, determine the equation that models the total number of shirts sold in a month. (5 pts.) b. What does slope mean? (2 pts.) c. You leave an employee in the sale of shirts. This one puts a price and only managed to sell 1525 shirts. What was the price of the shirts?
Let
x-------> the price of the t-shirts
y------> the number of t-shirts sell per month
Part A) Find the equation of the linear equation
calculate the slope

Find the equation
with m and the point A

substitute and solve for b


the equation of the line is

Part B) What does slope mean?
The slope is equal to

so
For every dollar that the price increases, the sale of shirts decreases by 175 units
Part C) You leave an employee in the sale of shirts. This one puts a price and only managed to sell 1525 shirts. What was the price of the shirts?
For

substitute the value of y in the equation and solve for x


