Question

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Answer 1

Answer:

area of llgm PMNQ = area of llgm LMNO

because the llgms on same base and between same parallels...

so the area of llgm PMNQ = 240cm²

and

the area of ∆ PMQ = 1/2 area of llgm PMNQ

so the area if ∆ PMQ = 1/2x 240 = 120cm²

Answer 2

Answer: Area(PMNQ) = 240 cm²

Area(PMQ) = 120 cm²

Step-by-step explanation:

Area (LMNO) = Area (PMNQ) {Parallelograms on the same base MN and between the same parallels LQ and MN}

Therefore,

Area(PMNQ) = 240 cm²

Now we see that triangle PMQ and parallelogram PMNQ lie on the same base PQ and between the same parallels PQ and MN

Therefore,

Area(PMQ) = 1/2 Area(PQMN)

Area(PMQ) = 1/2×240 = 120 cm²

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