Problem 92
A ladder leans against a building and reaches a height of 24 feet. If its base is 10 feet from the building, find the slope of the ladder.
Problem 93
Explain how to use the slope-intercept form to graph the equation \(y=-\frac{3}{5} x+2\)
Problem 94
In straight-line depreciation, explain why the slope of the line is called the rate of depreciation.
Problem 95
The price of computer equipment has been dropping steadily for the past ten years. If a desktop \(\mathrm{PC}\) cost \(\$ 6,700\) ten years ago, and the same computing power cost \(\$ 2,200\) three years ago, find the rate of decrease per year. (Assume a straight-line model).
Problem 97
Can the equation of a vertical line be written in slope-intercept form? Explain.