"A line with an undefined slope has no equation."
Is this statement true or false?
True
False
What type of line has an undefined slope, but still has an equation?
Any vertical line.
Any line through the origin.
Any horizontal line.
"The slope of the line with equation $7x+y=3$7x+y=3 is $7$7."
A line has the following equation: $y=6\left(3x-2\right)$y=6(3x−2)
Write down the equation of a line whose slope is $2$2 and crosses the $y$y-axis at $\left(0,1\right)$(0,1).
Express your answer in slope-intercept form.