In the figure, □STNE is a rectangle. Q is the midpoint of ST then find area of the □STNE, area of ΔNTQ & area of shaded portion
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Answer:
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Step-by-step explanation:
Here, AB=18cm, BC=10cm, AF=6cm, AE=10cm and BE=8cm
Area of shaded portion=Area of rectangular ABCD−(Area of ΔFAE+Area of ΔEBC)
=(AB×BC)−(
2
1
×AE×AF+
2
1
×BE×BC)
=(18×10)−(
2
1
×10×6+
2
1
×8×10)
=180−(30+40)
=180−70=110cm
2
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