Question 1
Point A and line L are shown on the grid.
Question (a)
Write down the coordinates of point A.
Question (b)
On the grid, plot the point ( -2,4 ).
Question (c)
Find the equation of line L.
Point A and line L are shown on the grid.
Write down the coordinates of point A.
(1,-2)
On the grid, plot the point ( -2,4 ).
Point plotted at (-2,4)
Find the equation of line L.
y=2x+3 oe final answer
B2 for 2x+3 or y=2x+c, or y=mx+3, m=0, where m is their gradient
or B1 for 2x+c, or for mx+3, m=0, where m is their gradient
Find the equation of line L in the form y=mx+c.
y=
y=2x-5 final answer
B1 for answer of 2x+c or mx-5, m=0
On the grid, draw the line y=x.
Correct ruled line
The grid shows line L.
Find the equation of line L in the form y=m x+c.
y=
y=41x+2
B2 for 41x+c or for a correct unsimplified answer
or M1 for a correct rise/run
or for a right-angled triangle with run =a and rise =b labelled with numerical values where ab=41 oe
or B1 for mx+2 where m is their gradient
Another line, R, has equation y=-3 x+5.
Find the equation of the line which is parallel to R and goes through the point (1,5).
Give your answer in the form y=m x+c.
y=
y=-3x+8
B1 for -3x+c as answer, c=5
or M1 for 5=−3×1+c
The diagram shows a line L and two points, A and B, on a grid.
Write down the coordinates of point A.
(-2,4)
Find the gradient of line L.
-0.5 oe
Write down the equation of line L in the form y=m x+c.
[y=]-0.5x+3
FT their (b)(i)
B1FT for [y=]-0.5x+c or for [y=] their (b)(i)x+c or for [y=]mx+3
This line crosses the x-axis at point C.
Mark point C on the grid and write down the coordinates of point C.
(, )
(-4,0)
FT their (c)(i) for x-coord