Chapter 9 Introduction To Coordinate Geometry Math 9th Class Punjab MCQ Tests
9th Class Math Chapter 9 MCQ Tests
Chapter 9 of 9th Class Math has 25 questions. If you take an online MCQ test, the system will randomly choose the questions. If you want to take the quiz by chapter then click the start test button.
Total Questions: 25
Total Marks: 25
Time: 25 Mins
Total Questions: 25
Total Marks: 25
Time: 25 Mins
25Min : 00 Sec Remaining
Question # 1
Find k , given that the point ( 2 , k ) is equidistant from ( 3 , 7 ) and ( 9 , 1 ).
Question # 2
A line has ….. End points
Question # 3
Coordinate geometry is the study of ……. Shapes in the cartesian plane.
Question # 4
Let P ( 2 , 3 ) and Q ( x , y ) be two points in the plane such that R ( 1 , − 1 ) is the mid-point of the points P and Q . Find x and y.
Question # 5
Mid-point of the points (9, 2) and (7, 2) is
Question # 6
Find the center of the circle with a diameter having endpoints at ( − 4 , 3 ) and ( 0 , 2 ).
Question # 7
A figure formed by non - collinear points in the plane is called a …….if opposite sides are equal length and parallel sides.
Question # 8
An ……. Triangle has two of its sides with equal length while the third side has a different length.
Question # 9
Which of the following options represents a square?
Question # 10
Find the distance between the points ( − 2 , − 3 ) and ( − 4 , 4 ).
Question # 11
Let P, Q and R be three points in the plane. They are called ………
Question # 12
The points A = ( 1 , 0 ) , B = ( − 1 , 10 ) , C = ( − 6 , − 3 ) are the vertices of _____ triangle.
Question # 13
Ahsan, Ali and Ahmed are at the positions ( 1 , − 1 ) , ( 6 , 4 ) and ( 4 , 2 ) respectively, check whether they stand on the same line or not.
Question # 14
Mid-point of the points (5, 2) and (-3, 2) is
Question # 15
Find the midpoint P between ( − 1 , 2 ) and ( 3 , − 6 ).
Question # 16
Find the distance between the two points ( 4 , 1 ) and ( 10 , 9 ).
Question # 17
Find the mid point of the line segment joining A ( 2 , 5 ) and B ( − 1 , 1 ).
Question # 18
The building of a university is mapped on a coordinate grid with the origin being at library. Math\'s building is located at the point ( 1 , 5 ) and History\'s building is located at ( 4 , 9 ) . How far is it from Math\'s building to History\'s building?
Question # 19
The Lotto Mart is mapped on a coordinate grid with the origin being at the main entrance. The chocolate bar is located at the point ( − 1 , 3 ) and cake house is located at ( 1 , 5 ) . Where is the midpoint between the two points located?
Question # 20
Check whether given points A ( 8 , 3 ) , B ( 0 , 9 ) and C ( 14 , 11 ) are the vertices of an isosceles right-angled triangle or not?
Question # 21
Given that a shape is a parallelogram, which of the following is sufficient to state that it is also a rectangle?
Question # 22
Find all points ( 4 , y ) that are 10 units from the point ( − 2 , − 1 ).
Question # 23
A triangle is called a ….. Triangle if measures of all the three sides are different.
Question # 24
Distance between points (0, 0) and (3, 3) is
Question # 25
If the lengths of all the ……. sides of a triangle are same, then the triangle is called an equilateral triangle.
Total Questions
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Question # 1
Find k , given that the point ( 2 , k ) is equidistant from ( 3 , 7 ) and ( 9 , 1 ).
Question # 2
A line has ….. End points
Question # 3
Coordinate geometry is the study of ……. Shapes in the cartesian plane.
Question # 4
Let P ( 2 , 3 ) and Q ( x , y ) be two points in the plane such that R ( 1 , − 1 ) is the mid-point of the points P and Q . Find x and y.
Question # 5
Mid-point of the points (9, 2) and (7, 2) is
Question # 6
Find the center of the circle with a diameter having endpoints at ( − 4 , 3 ) and ( 0 , 2 ).
Question # 7
A figure formed by non - collinear points in the plane is called a …….if opposite sides are equal length and parallel sides.
Question # 8
An ……. Triangle has two of its sides with equal length while the third side has a different length.
Question # 9
Which of the following options represents a square?
Question # 10
Find the distance between the points ( − 2 , − 3 ) and ( − 4 , 4 ).
Question # 11
Let P, Q and R be three points in the plane. They are called ………
Question # 12
The points A = ( 1 , 0 ) , B = ( − 1 , 10 ) , C = ( − 6 , − 3 ) are the vertices of _____ triangle.
Question # 13
Ahsan, Ali and Ahmed are at the positions ( 1 , − 1 ) , ( 6 , 4 ) and ( 4 , 2 ) respectively, check whether they stand on the same line or not.
Question # 14
Mid-point of the points (5, 2) and (-3, 2) is
Question # 15
Find the midpoint P between ( − 1 , 2 ) and ( 3 , − 6 ).
Question # 16
Find the distance between the two points ( 4 , 1 ) and ( 10 , 9 ).
Question # 17
Find the mid point of the line segment joining A ( 2 , 5 ) and B ( − 1 , 1 ).
Question # 18
The building of a university is mapped on a coordinate grid with the origin being at library. Math\'s building is located at the point ( 1 , 5 ) and History\'s building is located at ( 4 , 9 ) . How far is it from Math\'s building to History\'s building?
Question # 19
The Lotto Mart is mapped on a coordinate grid with the origin being at the main entrance. The chocolate bar is located at the point ( − 1 , 3 ) and cake house is located at ( 1 , 5 ) . Where is the midpoint between the two points located?
Question # 20
Check whether given points A ( 8 , 3 ) , B ( 0 , 9 ) and C ( 14 , 11 ) are the vertices of an isosceles right-angled triangle or not?
Question # 21
Given that a shape is a parallelogram, which of the following is sufficient to state that it is also a rectangle?
Question # 22
Find all points ( 4 , y ) that are 10 units from the point ( − 2 , − 1 ).
Question # 23
A triangle is called a ….. Triangle if measures of all the three sides are different.
Question # 24
Distance between points (0, 0) and (3, 3) is
Question # 25
If the lengths of all the ……. sides of a triangle are same, then the triangle is called an equilateral triangle.
Total Questions
12345678910111213141516171819202122232425
Math MCQ Test by Topics
- +9.1 Distance Formula
- +9.1.1 Coordinate Geometry
- +9.1.2 Finding Distance between two points
- +9.1.3 Use of Distance Formula
- +9.2 Collinear Points
- +9.2.1 Collinear or Non-collinear Points in the Plane
- +9.2.2 Use of Distance Formula to show the Collinearity of Three or more Points in the Plane
- +9.2.3 Use of Distance Formula to Different Shapes of a Triangle
- +9.2.3 (i) Equilateral Triangle
- +9.2.3 (ii) An Isosceles Triangle
- +9.2.3 (iii) Right Angled Triangle
- +9.2.3 (iv) Scalene Traingle
- +9.2.4 Use of distance formula to show that four non-collinear points form a square, a rectangle and a parallelogram points form a square, a rectangle and a parallelogram
- +9.2.4 (a) Using Distance Formula to show that given four Non-Collinear Points form a Square
- +9.2.4 (b) Using Distance Formula to show that given four Non-Collinear Points form a Rectangle
- +9.2.4 (c) Use of Distance Formula to show that given four Non-Collinear Points Form a Parallelogram
- +9.3 Mid-Point Formula
- +9.3.1 Recognition of the Mid-Point
- +9.3.2 Verification of the Mid-PointFormula
Math
- Matrices and Determinants
- Real and Complex Numbers
- Logarithms
- Algebraic Expressions and Algebraic Formulas
- Factorization
- Algebraic Manipulation
- Linear Equations and Inequalities
- Linear Graphs & their Application
- Introduction to Coordinate Geometry
- Congruent Triangles
- Parallelograms and Triangles
- Line Bisectors and Angle Bisectors
- Sides and Angles of a Triangle
- Ratio and Proportion
- Pythagoras’ Theorem
- Theorems Related with Area
- Practical Geometry - Triangles
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