MNOP is a rectangle with sides 24m and 16 m the two triangle NOR and MPQ are congurent angle RS and NO .if the lenght of RS is 6.5m find the area of the shaded region
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Answer:
280m2
Step-by-step explanation:
Area of ∆RON = 1/2 ×BASE × height
= 1/2× 16 × 6.5m
= 52m2
Area of∆QPN = 52 m2 ( congruent to ∆RON)
Area of MNOP = Length× breadth
= 16×24 = 384m2
Area of shaded portion = area of rectangle -( area of ∆ RON + area of∆QPN)
= 384-(52+52)
=384- 104
= 280 m2
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