graph the equation below. 3x - y = 3

Explanation:

Step1: Find the (x)-intercept

Set (y = 0) in the equation (3x-y=3). [ \begin{align*} 3x-0&=3\ 3x&=3\ x& = 1 \end{align*} ] So, the (x)-intercept is ((1,0)).

Step2: Find the (y)-intercept

Set (x = 0) in the equation (3x - y=3). [ \begin{align*} 3\times0-y&=3\ -y&=3\ y&=- 3 \end{align*} ] So, the (y)-intercept is ((0,-3)).

Step3: Plot the points and draw the line

Plot the points ((1,0)) and ((0,-3)) on the coordinate plane. Then draw a straight line passing through these two points.

Answer:

Plot the (x)-intercept ((1,0)) and (y)-intercept ((0,-3)) and draw a line through them to graph the equation (3x - y=3).