Write down the equation of a line that is parallel to the $x$x-axis and passes through ($-5$−5, $2$2).

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Write down the equation of a line that is parallel to the $y$y-axis and passes through ($-2$−2, $3$3).

Find the equation of the line $L$L that is parallel to the line $y=8x-3$y=8x−3 and cuts the $y$y-axis at $5$5. Give your answer in the form $y=mx+c$y=mx+c.

Find the equation of the line $L_1$L1 that is parallel to the line $y=-\frac{2x}{7}+1$y=−2x7+1 and goes through the point $\left(0,-10\right)$(0,−10). Give your answer in the form $y=mx+b$y=mx+b.

Outcomes

M7-1

Apply co-ordinate geometry techniques to points and lines

91256

Apply co-ordinate geometry methods in solving problems