What is the equation of the line with $x$-intercept $x_{0}$ and $y$-intercept $y_{0}$ ?
A) $y=y_{0}-\left(\frac{y_{0}}{x_{0}}\right) x$
B) $y=y_{0}+\left(\frac{y_{0}}{x_{0}}\right) x$
C) $y=y_{0}-x_{0} x$
D) $y=y_{0}+x_{0} x$
E) There is not a unique equation for this line.

Question

Quizplus · Accepted Answer

The equation of a line with $x$-intercept $x_{0}$ and $y$-intercept $y_{0}$ is $y = y_{0} - \left(\frac{y_{0}}{x_{0}}\right)x$, derived from the intercept form $\frac{x}{x_{0}} + \frac{y}{y_{0}} = 1$.

What Is the Equation of the Line With xxx -Intercept x0x_{0}x0​ And yyy

What Is the Equation of the Line With $x$ -Intercept $x_{0}$ And $y$