0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

uced us draw a triangle \( \mathrm { ABC } \) with scale and pencil. Now, with the help of the compass, let us bisect each of the three angles of the triangle and find if the angle bisectors are coocurrent

Solution
Verified by Toppr



Was this answer helpful?
0
Similar Questions
Q1
Using ruler and compasses only, construct a triangle ABC having C=135 and B=30. BC = 5 em. Bisect angles B and C and measure the distance of A from the paint where the bisectors meet.
View Solution
Q2

A student constructed a triangle with the known conditions to him being the perimeter of the triangle and both the base angles. The steps of construction he used are as follows:

1. Draw a line segment, say XY equal to AB + BC + AC

2. Make angles LXY equal to B and MYX equal to C

3. Bisect LXY and MXY. Let these bisectors intersect each other at A.

4. Draw perpendicular bisectors PQ of AX and RS of AY

5. Let PQ intersect XY at B and RS intersect XY at C. Join AB and AC.

6. The triangle ABC is thus formed.

How many isosceles triangles are there in this figure?


View Solution
Q3
Draw an angle of 45° using scale and compasses only. Draw the bisector of this angle.
View Solution
Q4
Draw ∠ABC = 120°. Bisect the angle using a ruler and compasses only. Measure each angle so obtained and check whether the angles obtained on bisecting ∠ABC are equal or not.

View Solution
Q5
Using ruler and compasses only, construct triangle ABC having C=1350,B=300 and BC=5 cm. Bisect angles B and C and measure the distance of vertex A from the point where these bisectors meet (in cm.).
View Solution