Question
A rectangular poster is 
yard wide and 
yard tall. What is its area?
Hint:
Area of a rectangle= length x breadth
The correct answer is:
Given, length = 4/7yards and breath =1/4yards. Let’s find out the product of the 2 dimensions given. We get 1/4 x 4/7= 1/7 sq. yards, which is the required answer.
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In the given figure, three distinct colors of shade can be seen. However, on a closer look, we find out that the double shaded region has a violet color which is formed when the blue and pink color mix together and the region has dimensions 4/9 ft and 2/5 ft. hence, the area of the region is 4/9 x 2/5 square ft. Area = 8/45 sq. ft.
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In the given figure, three distinct colors of shade can be seen. However, on a closer look, we find out that the double shaded region has a violet color which is formed when the blue and pink color mix together and the region has dimensions 4/9 ft and 2/5 ft. hence, the area of the region is 4/9 x 2/5 square ft. Area = 8/45 sq. ft.
Find the area of a rectangle with side lengths 
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Area of a rectangle is the product of its length and breadth. In the given problem, multiplying the dimensions will give us the required result. Let’s multiply 5/3 x 3/4. We get 5/4 square units.
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Area of a rectangle is the product of its length and breadth. In the given problem, multiplying the dimensions will give us the required result. Let’s multiply 4/5 x 5/7. We get 4/7 square units.The breadth of rectangle is divided into 5 equal parts and length into 7 equal parts. The shaded portion in the breadth side is 4/5 and In the length side is 5/7
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Area of a rectangle is the product of its length and breadth. In the given problem, multiplying the dimensions will give us the required result. Let’s multiply 4/5 x 5/7. We get 4/7 square units.The breadth of rectangle is divided into 5 equal parts and length into 7 equal parts. The shaded portion in the breadth side is 4/5 and In the length side is 5/7
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Area of a rectangle is the product of its length and breadth. In the given problem, multiplying the dimensions will give us the required result. Let’s multiply 3/4 x 2/5. We get 3/10 square units.
