जर ∆ ABC ~∆ PQR आणि AB : P Q = 4.5 तर A(∆ ABC) A(�

1.	जर ∆ ABC ~∆ PQR आणि AB : P Q = 4.5 तर A(∆ ABC) A(∆ PQR) = किती ?
Answer» ONG>Answer: ∆ABC ~ ∆PQR AB : PQ = $\frac{4}{5}$ SINCE, ∆'s are SIMILAR, RATIO of areas and SIDES are equal. ∆ABC/ ∆PQR = AB/PQ = BC/QR = AC/PR ∆ABC/∆PQR = AB/PQ = $\frac{4}{5}$

जर ∆ ABC ~∆ PQR आणि AB : P Q = 4.5 तर A(∆ ABC) A(∆ PQR) = किती ?

Answer» ONG>Answer:

∆ABC ~ ∆PQR

AB : PQ =

$\frac{4}{5}$

SINCE, ∆'s are SIMILAR, RATIO of areas and SIDES are equal.

∆ABC/ ∆PQR = AB/PQ = BC/QR = AC/PR

∆ABC/∆PQR = AB/PQ =

$\frac{4}{5}$

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जर ∆ ABC ~∆ PQR आणि AB : P Q = 4.5 तर A(∆ ABC) A(∆ PQR) = किती ?​

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जर ∆ ABC ~∆ PQR आणि AB : P Q = 4.5 तर A(∆ ABC) A(∆ PQR) = किती ?