Calculate the area of the shape (in $sq.units$ ) given in the following figure.

45

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Solution

The correct option is A 45

Area of the figure = Area of A + Area of B + Area of C

Area of rectangle = Length $\times$ Breadth
A, B & C are rectangles
$⟹ (3 \times 6)$ + $(3 \times 3)$ + $(3 \times 6)$
Area = $18 + 9 + 18$
= $45 sq. units$

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Calculate the area of the shape (in sq.units) given in the following figure. 45

The correct option is A 45 Area of the figure = Area of A + Area of B + Area of C Area of rectangle = Length × Breadth A, B & C are rectangles ⟹(3×6) + (3×3) + (3×6) Area = 18+9+18 = 45 sq. units

Calculate the area of the shape (in $sq.units$ ) given in the following figure.

45

The correct option is A 45

Area of the figure = Area of A + Area of B + Area of C

Area of rectangle = Length $\times$ Breadth
A, B & C are rectangles
$⟹ (3 \times 6)$ + $(3 \times 3)$ + $(3 \times 6)$
Area = $18 + 9 + 18$
= $45 sq. units$