QuestionGiselle's Description A linear equation that crosses the $y$ -axisat $(0,60)$ and the $x$ -axisat $(-0.67,0)$ with a rate of change of 90 .
The coordinates of the $y$ -intercept are: $\square$
The slope of the equation is: $\square$

Studdy Solution
The slope of a line is the rate of change of the line. The problem states that the rate of change is 90, which means the slope is 90.
The coordinates of the $y$ -intercept are: $(0, 60)$
The slope of the equation is: $90$

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