Q. 1 A4.0( 20 Votes )

# Solve any five su

Extend the segment RK to line l and draw perpendicular from point T to the line l at M as shown in the figure

TM becomes height of ∆TRP and ∆TPK

Area of triangle = (1/2) × base × height

A(∆TRP) = (1/2) × RP × TM

A(∆TPK) = (1/2) × PK × TM

using (i)

Hence A(∆TRP): A(∆TPK) = 3:2

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