What is the ratio of the area of Rectangle A to Rectangle B?

Answer:
2:3
Step-by-step explanation:
Area of rectangle A : 8x3 = 24
Area of rectangle B : 9x4 = 36
Area A : Area B = 24:36
Divide 24:36 by 12
= 2:3
The ratio of the area of Rectangle A to Rectangle B is 2:3.
The area of rectangle for a rectangle of length L and width W is given by
A = L* W
It is measured in square units.
A rectangle is a polygon with four sides, the opposite sides of the polygon is parallel and equal.
The Length of Rectangle A is 3
The Width of the Rectangle A is 8
The area of the rectangle A is 3 * 8
Area of the rectangle A = 24 sq.unit.
The Length of Rectangle B is 4
The Width of the Rectangle B is 9
The area of the rectangle B is 4 * 9
Area of the rectangle A = 36 sq.unit.
The ratio of the area of the rectangles A and B is,
= 24 / 36
= 12/18
= 6/9
= 2/3
Ratio ( area of Rectangle A : Rectangle B ) = 2:3.
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