Question

The area of a rectangle is 2.76 sq.m.and the length of its one side is 1.2 m.What is the length of the other side ? *​

Answer 1

Given :-

• The area of a rectangle is 2.76 sq.m.

• Length of its one side is 1.2 m.

To Find :-  

• What is the length of the other side ?  

Solution :-  

~Here, we’re given the area of a rectangle is 2.76 sq.m. and the length of its one side is 1.2 m and we need to find length of other side of that triangle. We can easily find the other side ( breadth ) by putting the values in the formula of area of a rectangle.  

__________

As we know that,  

Area of rectangle = l × b  

Where,  

• l is length = 1.2 m  
• b is breadth [ we need to find ]  

Finding other side :-  

⟶ 2.76 m² = 1.2 m × b  

⟶ b = 2.76/1.2  

⟶ b = 2.3 m  

__________

Hence,  

Length of other side of the rectangle is 2.3 m  

More formulas :-  

• Area of rectangle = length  × Breadth  
• Perimeter of rectangle = 2( length + breadth )  
• Diagonal of rectangle = √(length² + breadth²)

Answer 2

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Question :

• The area of a rectangle is 2.76 sq.m.and the length of its one side is 1.2 m.What is the length of the other side ?

Let's Start :

Area of rectangle = Length × breadth

So the

• Length = 1.2 m
• Breadth we have to find

☆ Calculation ☆

• 2.76 m² = 1.2 m × b
• b = 2.76/1.2
• b = 2.3 m

Other Formulas :

• Area of rectangle = Length × Breadth

• Perimeter of rectangle = 2 ( length + breadth )

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