If the breath is 3 times more than the length and the perimeter is 88

1.	If the breath is 3 times more than the length and the perimeter is 88 find the area
Answer» Area of the rectangle is 363 unit² Step-by-step explanation: Question :- If the breath of the rectangle is 3 times more than the length and the perimeter is 88 find the area of the rectangle. Given :- breath is 3 times more than the length . perimeter of the rectangle is 88 . To find :- Area of the rectangle . Formula used :- Perimeter of Rectangle = 2( Length + Breadth ) Area of Rectangle = Length × Breadth . Solution :- LET Length of the rectangle = X unit . So, breadth of the rectangle = 3x unit . Perimeter of the rectangle = 2( Length + Breadth ) So, 88 = 2( x + 3x ) 88 = 2 × 4X 88 = 8X x = 88/8 x = 11 So, Length of rectangle = 11 unit . ∵ Breadth of the rectangle is 3 times of Length ∴ Breadth = 3 × 11 = 33 unit Therefore, Area of Rectangle = Length × Breadth = 11 × 33 = 363 unit² HENCE, Area of the rectangle is 363 unit²

If the breath is 3 times more than the length and the perimeter is 88 find the area

Answer»

Area of the rectangle is 363 unit²

Step-by-step explanation:

Question :- If the breath of the rectangle is 3 times more than the length and the perimeter is 88 find the area of the rectangle.

Given :-

To find :-

Formula used :-

Perimeter of Rectangle = 2( Length + Breadth )

Area of Rectangle = Length × Breadth .

Solution :-

LET Length of the rectangle = X unit .

So, breadth of the rectangle = 3x unit .

Perimeter of the rectangle = 2( Length + Breadth )

So,

88 = 2( x + 3x )

88 = 2 × 4X

88 = 8X

x = 88/8

x = 11

So, Length of rectangle = 11 unit .

∵ Breadth of the rectangle is 3 times of Length

∴ Breadth = 3 × 11

= 33 unit

Therefore,

Area of Rectangle = Length × Breadth

= 11 × 33

= 363 unit²

HENCE, Area of the rectangle is 363 unit²