Question

Pls help me!!!!!!!!!!!!!!!!!​

Answer 1

Answer:

it's ans will be 36 I guess so

I think it could help u

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Answer 2

Answer:

(d) 48 sq. units

Explanation:

Let, the ratio be equal to 'x'.

So, AP=x, PB=2x, AB=3x

∆APQ~∆ABC (By AA ~ty) (as, PQ||BC)

As, ratio areas of two similar is equal to the square of their adjacent sides

Thus, (∆APQ):(∆ABC)=(1:3)²

$\frac{6}{ar.(abc)} = \frac{1}{9}$

==>Ar(∆ABC)=54 sq. units

Now, as;

area of quad. PBCQ=Ar(∆ABC)–Ar(APQ)

Ar. (PBCQ)=54– 6=48 sq. units