find the area of the shaded portion .All corners are right- angled.
Answers
Here is your answer
Length of big rectangle is 19.6 m
Breadth is 15 m
Area of big rectangle is = 19.6 × 15
= 294 sq.m
Now for Small rectangle
Length is 19.6 - 5.4 = 14.2 m
Breadth is 15 - 2 -2 = 11 m
Area of small rectangle = 14.2 × 11
= 156.2 sq.m
Now
Area of Shaded portion is
= 294 - 156.2
= 137.8 sq.m
Therefore Area of Shaded portion is 137.8 sq.m
Hope it helps you
@ MSD
Answer:
From the given figure, it shown that there are two rectangles.
For outer rectangle, Length = 19.6 m and Width = 15 m
∴ Area of outer rectangle = L × W
= 19.6 × 15
= 294 m²
∴ Area of outer rectangle = 294 m²
Now, For inner rectangle, Length = 19.6 m - 5.4 m = 14.2 m
Width = 15 m - 2 m - 2 m = 11 m
∴ Area of inner rectangle = L × W
= 14.2 × 11
= 156.2 m²
∴ Area of inner rectangle = 156.2 m²
∴ Area of shaded portion = Area of outer rectangle - Area of inner rectangle
= 294 - 156.2
= 137.8 m²
∴ Area of shaded portion = 137.8 m²
Step-by-step explanation: