9th Class English Medium Mathematics Chapter 7 MCQ Test With Answer

This page is open for the 9th grade candidates. For you, there is excellent news that we are going to share. Students who are in the SSC part 1 are instructed that they do not need to worry about preparing for the objective paper of the math subject. This page contains the 9th class general math 7th Chapter MCQs. Students can take an online test through our website. These tests are accessible from any location and at any time. By preparing them repeatedly, you can get advantages. Online test are very helpful to practice for the exam. Math MCQs of chapter 7 it is taken from the important topics. This will help you in getting full marks.

MCQ's Test For Coordinate Geometry

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Coordinate Geometry

00:00
Question # 1

Distance between two point P (1.2) AND (4,6) is

Question # 2

All points (x,y) with x<0,y<0 lie in quadrant

Question # 3

The gradient of two parallel line is

Question # 4

If x -coordinates of two points are same then line passing through them is parallel to

Question # 5

Which of the following is nt on the y- axis

Question # 6

The line of which equatio has slope 2 and passes through the origin.

Question # 7

If the product of the gradients of two lines is (-1) then the lines are

Question # 8

The first component of each ordered pari (x,y) is called

Question # 9

The equation of line in normal form is

Question # 10

If a lineof slope =-3 passes through origin and P (3,k) the value of k is.

Question # 11

The slope of the line is.

Question # 12

The line wich euation bisect the 1st and 3rd quadrant.

Question # 13

If y-coordinates of two points are same then line passing through them is perpendicular to.

Question # 14

The slope line x/3 + y/2 =1 is

Question # 15

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Introduction of Chapter 7 “Coordinate Geometry”

In this chapter, students will be introduced to the basics of coordinate geometry, an important branch of mathematics that combines algebra with geometry. The chapter explains the Cartesian plane, coordinates of points, and how to plot them on the graph. Students will learn how to find the distance between two points, the midpoint of a line segment, and the slope of a line. Practical examples are included to show how coordinate geometry helps in real-life applications such as mapping and design. By the end of this chapter, students will develop strong analytical and visualization skills.

Why should we take the Online MCQs Test of Math?

The main goal of taking the MCQ test is to get you ready to successfully complete the objective paper. Utilizing Multiple Choice Questions (MCQs) can help you learn and remember information better. It provides a quick and efficient way to assess a student's understanding of a particular concept or subject. You can complete the online MCQs for each Chapter of Math on our website. By answering these 9th class general math MCQs Chapter 7, you can speed up the procedure and reduce the amount of time needed for the subjective type. This page includes all the necessary MCQs for SSC part 1 students. On our website, the Multiple Choice Questions pdf file is also accessible for you.

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9th Class (English Medium) Maths (New Book) Chapter 7 Important MCQ's

Sr.# Question Answer
1 If the product of the gradients of two lines is (-1) then the lines are
A. Parallel
B. Perpendicular
C. Collinear
D. Coincident
2 Which of the following is nt on the y- axis
A. (oo)
B. (o,e)
C. (0,f)
D. (g,0)
3 For what value of k, a line passing through the points (-3,-7) and (4,k) has gradient 3/7?
A. 4
B. -4
C. -3
D. -7
4 The line wich euation bisect the 1st and 3rd quadrant.
A. x -y = 0
B. x+y =0
C. y=2x
D. y = 5x
5 A line passing through points(1,2) and (4,5) has which equation in the slope intercept form?
A. y=x +1
B. y = 2x +3
C. y =3x -2
D. y = x+2
6 All points (x,y) with x<0,y<0 lie in quadratn.
A. I
B. II
C. III
D. IV
7
Question Image
8 The line of which equatio has slope 2 and passes through the origin.
A. y = x+2
B. y = 2x+ 2
C. y = 2x -2
D. y = 2x
9 If y-coordinates of two points are same then line passing through them is parallel to.
A. x-axis
B. y -axis
C. Origin
D. any line
10 If m1 and m2 are slopes of two parallel lines them
A. m1 x m2 = 0
B. m1 + m2 = 0
C. m1-m2 =0
D. m1 xm2=-1

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