A Cartesian plane has both its $x$x- and $y$y-axes ranging from $-7$−7 to $7$7. Both axes are marked with intervals of $1$1 unit. A diagonal line is plotted on the Cartesian plane. The line moves downward from left to right. The line passes through the $y$y-axis at $\left(0,4\right)$(0,4). The line passes through the $x$x-axis at $\left(3,0\right)$(3,0). The points are not marked and their coordinates are not explicitly labeled or given. The line continues to move downward and extends beyond the visible part of the graph.
a
State the $x$x-value of the $x$x-intercept.
b
State the $y$y-value of the $y$y-intercept.
Easy
< 1 min
Consider the following graph.
Easy
< 1 min
Consider the following graph.
Easy
< 1 min
Consider the linear equation $y=2x-4$y=2x−4.
Medium
3 min
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