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DOR. LMIIQR and PM: MR = 3:4. Calculat Calculate: 39. LM PL AR Op and then LK Area (ALMN) Area (AMNR) OL Area (ALQM) Area (ALQN)

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Similar Questions

Q1

In the given triangle PQR, LM is parallel to QR and $$PM: MR = 3: 4$$. Calculate the value of ratio PL/PQ and then LM/QR.

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Q2

In

△ P Q R

,

L M ∥ Q R

and

P M : M R = 3 : 4

. Calculate

\frac{A r e a (△ L M N)}{A r e a (△ M N R)}

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Q3

In

△ P Q R

,

L M ∥ Q R

and

P M : M R = 3 : 4

. Calculate

\frac{P L}{P Q}

and then

\frac{L M}{Q R}

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Q4

Calculate the area of

Δ P Q R

where OP=6cm,OR=8cm and QR=26cm.

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Q5

Choose the correct answer from the alternatives given.
Given that LM || QR and LM divides

Δ

PQR such that area of LMRQ is twice of the area of

Δ

PLM, then

\frac{P L}{P Q}

will be

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