Construct $△ A B C$ such that $∠ B = 100^{0}$ , $B C = 6.4 c m, ∠ C = 50^{0}$

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Solution

$1.)$ Draw line segment $B C$ of $6.4$ cm.
$2.)$ From $B$ draw an angle of $100$ degrees and extend the ray.
$3.)$ From $C$ draw an angle of $50$ degrees and extend the ray.
$4.)$ The point of intersection of both the rays will be point $A$ .

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Construct △ABC such that ∠B=1000 , BC=6.4cm,∠C=500

1.) Draw line segment BC of 6.4 cm.2.) From B draw an angle of 100 degrees and extend the ray.3.) From C draw an angle of 50 degrees and extend the ray.4.) The point of intersection of both the rays will be point A.

Construct $△ A B C$ such that $∠ B = 100^{0}$ , $B C = 6.4 c m, ∠ C = 50^{0}$

$1.)$ Draw line segment $B C$ of $6.4$ cm.
$2.)$ From $B$ draw an angle of $100$ degrees and extend the ray.
$3.)$ From $C$ draw an angle of $50$ degrees and extend the ray.
$4.)$ The point of intersection of both the rays will be point $A$ .