West Bengal Board Solutions for Chapter: Drawing of Different Geometrical Figures, Exercise 4: Lets work out 22.3

Author:West Bengal Board

West Bengal Board Mathematics Solutions for Exercise - West Bengal Board Solutions for Chapter: Drawing of Different Geometrical Figures, Exercise 4: Lets work out 22.3

Attempt the practice questions on Chapter 22: Drawing of Different Geometrical Figures, Exercise 4: Lets work out 22.3 with hints and solutions to strengthen your understanding. GANITPRABHA (MATHEMATICS TEXT BOOK) CLASS 6 solutions are prepared by Experienced Embibe Experts.

Questions from West Bengal Board Solutions for Chapter: Drawing of Different Geometrical Figures, Exercise 4: Lets work out 22.3 with Hints & Solutions

EASY
6th West Bengal Board
IMPORTANT

Draw the following angle with the help of set square and bisects them with scale, pencil and compass:
60°

EASY
6th West Bengal Board
IMPORTANT

Draw the following angle with the help of set square and bisects them with scale, pencil and compass:
90°

MEDIUM
6th West Bengal Board
IMPORTANT

Draw the following angle with the help of set square and bisects them with scale, pencil and compass:
105°

EASY
6th West Bengal Board
IMPORTANT

Without using protractor, let us drawn an angle of 45° with scale, pencil and compass.

EASY
6th West Bengal Board
IMPORTANT

Draw an angle of 120° with the help of protractor. Then divide it into 4 equal parts with the help of scale, pencil and compass.

EASY
6th West Bengal Board
IMPORTANT

Let's draw a triangle ABC with the help of a scale and pencil. Then the three angles of the triangle are bisected. Let's find if the bisectors of the angle are concurrent.

EASY
6th West Bengal Board
IMPORTANT

Let's draw any angle PQR. Now draw the bisector QX of PQR by using compass and ruler. Now extend the line segment RQ to S. Again draw the bisector QY of PQS using scale, compass and ruler. Let's find out the angle between QX, QY by using protractor.

EASY
6th West Bengal Board
IMPORTANT

let's draw a line segment PQ and draw two perpendiculars PR, QS at point P, Q with scale, pencil and compass. Now, draw the bisectors of QPR, PQS. Let's find out the measurement of triangles, so formed.