Question

how to construct a triangle ABC in which ∠B=60°, ∠C=30° and the length of the perpendicular from the vertex A is 5.3cm

Answer 1

Answer:

and bisect to each other and start draw a line of5.3cm and make 60

Answer 2

$\triangle ABC$ is the required triangle.

Step-by-step explanation:

Given,

Construct a $\triangle ABC$ where $\angle B=60°$ , $\angle C=30°$ and the length of the perpendicular from the vertex $A$ is $5.3\ cm$

Following Steps:

• Draw a line segments $BC=5.3\ cm$ using scale.
• At $B$, draw an angle $60°$ using protector like $\angle CBX=60°$

• And also at $C$, draw an angle $30°$ using protector like $\angle BCY=30°$  

• Line $BX$ and $CY$ cuts at point $A$

Now, $\triangle ABC$ is the required triangle.