5th Grade Circle Worksheet

In 5th Grade Circle Worksheet you will get different types of questions on parts of a circle, relation between radius and diameter, interior of a circle, exterior of a circle and construction of circle.

1. Fill in the blanks.

(i) The radius of a circle is __________ of its diameter.

(ii) The __________ is the longest chord of the circle.

(iii) Radii of a given circle are of the __________ length.

(iv) A __________ of a circle cannot be measured by a scale.

(v) A __________ is the line segment whose end points lie on a circle.

(vi) An __________ is a part of the circle.

(vii) A line segment drawn from the centre to the circumference is the __________ of the circle

(viii) A fixed point through which the diameter passes is called its __________.

Answer:

1. (i) half

(ii) diameter

(iii) equal

(iv) circumference

(v) chord

(vi) arc

(vii) diameter

(viii) centre

2. Draw a circle whose radius is as follows.

(i) 2.3 cm

(ii) 3.0 cm

(iii) 2.5 cm

(iv) 3.5 cm

3. In the given figure, name all the:

(i) Radii of the circle

(ii) Chords of the circle

(iii) Diameters of the circle

(iv) Semi-circles

$Radii of the circRadii, Chords, Diameters, Semi-circles$

Answer:

3. (i) OA, OC, OD, OB

(ii) AD, DC, BC, AB

(iii) AC, BD

(iv) ADC, ABC, BCD, BAD

4. Calculate the radius of the given diameter in each case and draw the circle.

(i) 8 cm

(ii) 6 cm

(iii) 8.8 cm

(iv) 2.8 cm

(v) 4.4 cm

(vi) 11.4 cm

Answer:

4. (i) 4 cm

(ii) 3 cm

(iii) 4.4 cm

(iv) 1.4 cm

(v) 2.2 cm

(vi) 5.7 cm

5. Calculate the diameter of the given radius in each case and draw the circle.

(i) 2.6 cm

(ii) 3.2 cm

(iii) 3 cm

(iv) 1.8 cm

(v) 1.2 cm

(vi) 7.2 cm

Answer:

5. (i) 5.2 cm

(ii) 6.4 cm

(iii) 6 cm

(iv) 3.6 cm

(v) 2.4 cm

(vi) 14.4 cm

6. Observe the figure and identify the points to be interior, exterior and on the circle.

$Interior, Exterior and on the Circle$

(i) Interior ____________________

(ii) Exterior ____________________

(iii) On the circle ____________________

Answer:

6. (i) X, M, P, T

(ii) A, N, R, D

(iii) L, Y

7. Complete the circle with the help of the given semi-circle.

$Complete the Circle$

8. Observe the following figure and complete the following statements.

$Terms Related to Circle$

(i) The centre of the circle is __________.

(ii) OE is the __________ of the circle.

(iii) AB is the __________ of the circle.

(iv) OA, OB, OC, OD etc. are the __________ gof the circle

(v) The angle COD __________ is the part of the circle.

(vi) The angle AOE is the __________.

(vii) AG is the __________ of the circle.

(viii) CAD is a __________.

Answer:

8. (i) O

(ii) radius

(iii) diameter

(iv) radii

(v) diameter

(vi) acute angle

(vii) arc

(viii) semi-circle

You might like these

Types of Quadrilaterals | Properties of Quadrilateral | Parallelogram
Types of quadrilaterals are discussed here: Parallelogram: A quadrilateral whose opposite sides are parallel and equal is called a parallelogram. Its opposite angles are equal.
Interior and Exterior of an Angle | Interior Angle | Exterior Angle
Interior and exterior of an angle is explained here. The shaded portion between the arms BA and BC of the angle ABC can be extended indefinitely.
Worksheet on Circle |Homework on Circle |Questions on Circle |Problems
In worksheet on circle we will solve different types of question in circle. 1. The following figure shows a circle with centre O and some line segments drawn in it. Classify the line segments as radius, chord and diameter:
Worksheet on Triangle | Homework on Triangle | Different types|Answers
In the worksheet on triangle we will solve different types of questions on triangle. 1. Take three non - collinear points L, M, N. Join LM, MN and NL. What figure do you get? Name: (a)The side opposite to ∠L. (b) The angle opposite to side LN. (c) The vertex opposite to
Properties of Triangle | Angle Sum Property | Triangle Inequality Prop
We will discuss here about the properties of triangle. Property 1: Relation between the measures of three angles of triangle: Draw three triangles on your not book. Name them as ∆PQR, ∆ABC and ∆LMN.
Bisecting an Angle | Bisecting an Angle by Using a Protractor | Rules
Bisecting an angle means dividing it into two equal angles. The ray which bisects an angle is known as its bisector. ∠LMN is the given angles. Fold the paper so that LM falls along MN
Worksheet on Angles | Questions on Angles | Homework on Angles
In worksheet on angles you will solve different types of questions on angles. Classify the following angles into acute, obtuse, right and reflex angle: (i) 35° (ii) 185° (iii) 90°
Perpendicular Lines | What are Perpendicular Lines in Geometry?|Symbol
In perpendicular lines when two intersecting lines a and b are said to be perpendicular to each other if one of the angles formed by them is a right angle. In other words, Set Square Set Square If two lines meet or intersect at a point to form a right angle, they are
What are Parallel Lines in Geometry? | Two Parallel Lines | Examples
In parallel lines when two lines do not intersect each other at any point even if they are extended to infinity. What are parallel lines in geometry? Two lines which do not intersect each other
Classification of Triangle | Types of Triangles |Isosceles|Equilateral
Triangles are classified in two ways: (i) On the basis of sides and, (ii) On the basis of angles.In classification of triangle there are six elements in a triangle, that is, three sides and three angles. So, classification of triangle is done on the base of these elements.