Problem 1
Draw a ramp and label its rise and run. Explain what is meant by the slope of the ramp.
Problem 1
In the ordered pair \((4,9),\) the \(x\) -coordinate is ______ $
Problem 2
Decide whether the following statement is true or false. Each point in a coordinate plane corresponds to an ordered pair of real numbers.
Problem 2
In a direct variation equation, how are the constant of variation and the slope related?
Problem 2
Describe a line that cannot be the graph of a linear function.
Problem 3
Graph the equation. State whether the two quantities have direct variation. If they have direct variation, find the constant of variation and the slope of the direct variation model. $$y=x$$
Problem 3
Describe a line that has no \(x\) -intercept.
Problem 4
Use a table of values to graph the equation. \(6 x-3 y=12\)
Problem 12
you have \(\$$50 in your savings account at the beginning of the year. Each month you save \)\$ 30\(. Assuming no interest is paid, the equation \)s=30 m+50\( models the amount of money \)s\( in your savings account after \)m$ months. Graph your total savings.
Problem 14
Plot and label the ordered pairs in a coordinate plane. $$A(5,2), B(4,3), C(-2,-4)$$