2. The area of a rectangle whose length and breadth are 9y and 4y² respectively is *
Answers
Answered by
5
Area of rectangle is lxb
Given,
Length=9y
Breadth=4y^2
=9yx4y^2
=36y^3
Given,
Length=9y
Breadth=4y^2
=9yx4y^2
=36y^3
Answered by
1
Given :
Length of the rectangle = 9y
Breadth of the rectangle = 4y
To Find :
Find the area of the rectangle ?
Solution :
We know that,
➣ Length of Rectangle = Length × Breadth
According to the question :
Length of Rectangle = Length × Breadth
➣ Area of Rectangle = 9y × 4y
➣ Area of Rectangle = 9 + 4 + y × y
➣ Area of Rectangle = 36 + y × y
➣ Area of Rectangle = 36 + y²
➣ Area of Rectangle = 36y²
Hence,
The Area of the Rectangle is 36y².
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