Question

triangle ABC is a right angle at b b d is a median e is the midpoint of BD if ab = 6 CM AC = 10 cm calculate area of angle b e c​

Answer 1

$=6$ centimeter square

Step-by-step explanation:

Given in triangle ABC  angle B is right angle and AB=6 cm,AC=10 cm

BC square$=10^{2}-6^{2}$

$=64$

BC$=\sqrt{64}$

BC$=8$

Area of triangle ABC$=1/2\times BC\times AD$

$=1/2\times 8\times 6$

$=24$ centimeter square

BD is the median which divides the triangle into two equal parts

so area of triangle CBD=area of triangle ABC/2

$=24/2$

$=12$ centimeter square

In triangle CBD   E is the mid point of side BD

so area of triangle BEC=area of triangle CBD/2

$=12/2$

$=6$ centimeter square