Worksheets1.2a Straight lines
Total questions: 16
Worksheet time: 19mins
P is the point (−2,3) and Q is the point (4,15). Find the gradient of the straight line PQ.
−2
−21
21
2
Find the equation of the straight line MN if its gradient is equal to 3 and the line passes through point
(−2,5) .
y=2x+5
y=−3x+11
y=3x−11
y=3x+11
Determine the equation of straight line with a gradient of 2 and passes through point A(2,−3)
y=2x+7
y=2x−7
y=2x+1
y=2x−1
Given that straight line AB passes through point C(3, 8) and D(2, −2) . What is straight line AB?
y=10x−22
y=10x+22
y=6x−10
y=6x+10
Two points A(-2, 4) and B(-6, 2) are given. P is the mid-point of line segment AB. Find the equation of the straight line with the slope of -2 passing through P.
y=−2x−5
y=−2x
y=−2x+7
y=−2x+11
Two points A(-1, -4) and B(3, -6) are given. The equation of the perpendicular bisector of AB is
y=−2x−3 .
y=2x−7 .
y=−21x−29 .
y=21x−211 .
The equation of a straight line is 2x +5y =7. Find the gradient of the line
-2
-5/2
-2/5
5
The equation of a straight line is
3x - 2y + 8 = 0. Find the y -intercept of the line
-8
4
-8/3
8/3
What is the midpoint of the points (-1, 9) and (-6, -7)
(-3, 1)
(-3.5, 1)
(-4, 1)
(-4, 0)
What is the midpoint for the coordinates (-2, 2) and (3, 0)?
( .5, 1)
( .5, 1 )
(1, .5)
(1, 1)
If a segment has one endpoint at (-4, 5) and its midpoint is at (7, -9), what are the coordinates of its other endpoint?
(18, -23)
(13, 18)
(11, 4)
(1.5, -2)
y=mx+c
m refers to the
gradient
X-intercept
coordinate
y-intercept
In the equation y = m.x + c, c is
the slope
the x-intercept point
the y-intercept point
the root
