Question

the length of a rectangle exceeds its breadth by 4 cm if the length and breadth are increased by 3 cm the area of the rectangle will be 84 square cm more than that of the given rectangle find the length and breadth of the rectangle..​

Answer 1

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Let the breadth be x

length: x+9 , breadth: x

length and breadth are incresed by 3 so,

length: x+9 +3 = x+12 ,breadth: x+3

Gn: the area of the new rectangle = 84 sq. cm

Equation:

(x+12)(x+3)= 84+ x(x+9)

x2 + 15x + 36 = 84 + x2 +9x

if we transpose x2to the opposite side then it becomes x2

x2 x2 + 15x + 36 = 84 + 9x

Now it becomes 15x+36 = 84 +9x

If we transpose 9x to the opposite side it becomes 15x +36 9x = 84

6x +36 = 84

6x = 84 36

6x= 48

x=48/6

x=8

length : 8+9 = 17

breadth= 8

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Answer 2

Answer:

length = 17cm

Breadth = 8cm