Math, asked by chan25931, 3 months ago

In the triangle MN is parallel to QR. PM=6 cm PQ=10 cm
a) What is the length of MQ? b) What is PN:NR?

Answers

Answered by prabhas24480
1

Answer:In the figure PM=6cm

PQ=10cm

therefore MQ=PQ-PM=10-6=4cm

MQ=4cm

In the triangle PQR there are parallel line MQ

We need to prove that PQ:NR

For that we need to draw a parallel line from the point p and in the theorem of parallel line is any two line are parallel and a line passes through that point will be in the same ratio

therefore:PN:NR

There the ratio will be 3:2

Because the length of side PM:MQ=6:4 and it is 3:2(shortest form of 6:4)

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