Easy -1.3 This is a straightforward application of parallel lines (same gradient) and point-slope form, followed by routine substitution to find axis intercepts. Requires only basic recall of y=mx+c and simple algebraic manipulation with no problem-solving insight needed.
2 A line \(L\) is parallel to \(y = 4 x + 5\) and passes through the point \(( - 1,6 )\). Find the equation of the line \(L\) in the form \(y = a x + b\). Find also the coordinates of its intersections with the axes.
2 A line $L$ is parallel to $y = 4 x + 5$ and passes through the point $( - 1,6 )$. Find the equation of the line $L$ in the form $y = a x + b$. Find also the coordinates of its intersections with the axes.
\hfill \mbox{\textit{OCR MEI C1 2015 Q2 [5]}}