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This document contains practice problems related to straight lines from a supplementary mathematics textbook. It includes 4 problems on paper 1 about finding coordinates of points on a line given the gradient, finding the x-intercept of a line, identifying the value of k in a line parallel to the x-axis, and finding the value of h given the gradient and two points on a line. It also contains 3 problems on paper 2 about finding the equation and x-intercept of parallel lines, finding the equation of lines parallel to the axes, and identifying equations and intercepts of related lines. The document provides supplementary practice for students on key concepts involving straight lines.

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2020608026
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56 views2 pages

Kuiz

This document contains practice problems related to straight lines from a supplementary mathematics textbook. It includes 4 problems on paper 1 about finding coordinates of points on a line given the gradient, finding the x-intercept of a line, identifying the value of k in a line parallel to the x-axis, and finding the value of h given the gradient and two points on a line. It also contains 3 problems on paper 2 about finding the equation and x-intercept of parallel lines, finding the equation of lines parallel to the axes, and identifying equations and intercepts of related lines. The document provides supplementary practice for students on key concepts involving straight lines.

Uploaded by

2020608026
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
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NEXUS SPM MATHEMATICS FORM 4 & 5

Page 93 (Extra Practice) Supplementary Materials for

CHAPTER 5: THE STRAIGHT LINE

Paper 1

1. The coordinates of point G are (4, –2) and the gradient of the straight line GH is –2. The
Clone
coordinates of point H could be
SPM A (–1, 6) C (–1, 10)
2006 B (–1, 8) D (–1, 12)

2. In the diagram, the gradient of the straight line ST is –6.


y
Clone
SPM S
2006
3

x
O
T

Find the x-intercept of the straight line ST.


1
A C 3
2
B 2 D 18

3. The diagram shows a straight line PQ which is parallel to the x-axis.


y

P( –2 , k) Q(3, 2k – 6)
x
O

The value of k is
A 4 C 6
B 5 D 7

4. A straight line passes through points R(0, –3) and T(h, 0). Given the gradient of the
1
straight line is . Find the value of h.
4
4
A –12 C
3
4
B − D 12
3

©Sasbadi Sdn. Bhd. i


NEXUS SPM MATHEMATICS FORM 4 & 5
Page 93 (Extra Practice) Supplementary Materials for

Paper 2

1. The diagram shows two parallel straight lines, PQ and KL, drawn on a Cartesian plane.
y
Clone
SPM
2006 K(–2, 6)

P(0 , 2) L
x
O Q(8, 0)
Find
(a) the equation of the straight line KL,
(b) the x-intercept of the straight line KL.

2. In the diagram, the straight lines PQ and RS are parallel.


y
Q(0, 6)
S

x
P(–3, 0) O
R(7, –1)
Find
(a) the equation of the straight line QR,
(b) the x-intercept of the straight line RS.

3. In the diagram, the straight line GF is parallel to the y-axis and the straight line EF is
parallel to the straight line GH. The equation of the straight line EF is y = 2x – 8.
y
H

G(3, 4)
x
O F

(a) State the equation of the straight line GF.


(b) Find
(i) the equation of the straight line GH,
(ii) the x-intercept of the straight line GH.

©Sasbadi Sdn. Bhd. ii

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