In triangle ABC, AB = 6 cm, BC = 8 cm and AC = 10 cm from B perpendicular is drawn on AC to cut at D then find area of triangle ADP+ triangle BPC
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Step-by-step explanation:
so area of our triangle is 24units
ok let X be the point on AB and let Y be the point on BC
let we call length of BX as m and length of XY as n
so now as i have claimed that angle C should be right angle
so we have
tanB=ACBC=nm
68=nm
n=m68
n=m34
also area of triangle BXY = 12mn
24/2= 12mn
so nm = 24
m34∗m=24 // as n=m34
m2=24∗43
m2=32
m=42–√
so BX is 42–√
// i hope i am not wrong but i hope method is clear
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