10th Class Math Chapter No.13 Practical Geometry & Circles MCQs

Mathematics Class 10th MCQs Chapter No. 13 Practical Geometry and Circles Online Textbook

PHYSICS – Class 10th
Chapter Name : Practical Geometry & Circles
Chapter No. 13
Multiple Choice Questions from Text Book
Note : All MCQ’s selected in this test are from OLD Matric board Papers and Text Book.








Book Name :  Mathematics
Chapter No.  13
Chapter Name : Practical Geometry & Circles
Total MCQ from Text Book :  18
Book Version  :
2021

Published By : Punjab Text Book Board Lahore
Approved By : Govt of the Punjab and Federal Ministry for Education
Test Type : MCQ’s
Exam conduct By : Matric Boards of Sindh, KPK, Balochistan, AJK, Gilgit Baltistan, Punjab & Federal
Class / Grade  : 10th ( Matric)
Total Marks : 18
Total Time :   18 minutes 




38

Mathematics Class 10th Chapter No. 13 Practical Geometry- Circles

Mathematics
Class 10th Chapter No. 13
Practical Geometry- Circles

1 / 18

The circumference of a circle is called

2 / 18

The length of the diameter of a circle is how many times the radius of the circle

3 / 18

If the two circles touches externally, then the distance between their centers is equal to the

4 / 18

How many common tangents can be drawn for two touching circles?

5 / 18

Circles having three points in common

6 / 18

How many common tangents can be drawn for two disjoint circles?

7 / 18

A line intersecting a circle is called

8 / 18

The tangent and radius of a circle at the point of contact are

9 / 18

The portion of a circle between two radii and an arc is called

10 / 18

How many tangents can be drawn from a point outside the circle?

11 / 18

The measure of the external angle of a regular hexagon is

12 / 18

Tangents drawn. at the end points of the diameter of a circle are

13 / 18

The measure of the external angle of a regular octagon is

14 / 18

If the incentre and circumcentre of a triangle coincide, the triangle is

15 / 18

Angle inscribed in a semi-circle is

16 / 18

The lengths of two transverse tangents to a pair of circles are

17 / 18

If two circles touch each other, their centres and point of contact are

18 / 18

If the distance between the centers of two circles is equal to the sum of their radii, then the circles will

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