solve the following:
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Step-by-step explanation:
1 ∆ABC~∆ DAC
angle A =angle B given
line BC=BC common
line AB=Line AC
therefore ∆ABC~∆DAC
line AD = line bd cpct -1
2 line ab = line bd so
ab = 5cm
applying the formule of
h^2= B^2+p^2
5^2-4^2=p^2
25-16 = p^2
√9=p
p= 3 cm
3 area of ∆ adc
4+5+3/2
12/2= 6 so s=6
√s(s-a)(s-b)(s-c)
√6(6-5)(6-4)(6-3)
√6*1*2*3
√2*3*1*2*3
so 2*3=6 so area of triangle abc = 6
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