ABC is an isosceles triangle with AB=AC and BC =16 cm and perpendicular AD from A on BC=6 cm. find the area of the triangle ABC. also, find the length of the perpendicular from B on AC.
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Area of ∆ = 1/2*Base*height
AS, BC=16 AND AD=6
In this ,Area of ∆ABC=1/2*16*6=48
Now, length of ∆ perpendicular from B on AC
(AD)²+(CD)²=AC²
6²+8²=100
AC=10
Now, we know area = 48
1/2*AC*height=48
1/2*10*height=48
Height=48/5=9.6cm
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