The length of rectangle is twice its breadth and its areas is 288 cm^2 . Find the dimension of the rectangle.
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0
area of rectangle=l×b
let length=x
so (x)×(2x)=288 cm^2
2x^2=288 cm^2
x^2=288cm^2÷2
x=√144
x=12 cm=length
breadth=12×2=24 cm
let length=x
so (x)×(2x)=288 cm^2
2x^2=288 cm^2
x^2=288cm^2÷2
x=√144
x=12 cm=length
breadth=12×2=24 cm
Answered by
7
☆ SoluTion =》
Answer:-
Breadth = 12cm
Length = 24cm
Given=》
Length of the rectangle is twice its breadth
Area = 288cm²
To Find =》
Dimensions of rectangle =?
Explanation =》
Let Breadth = x
then
Length = 2x
According to question
Area = 288
l×b=288
2x×x=288
2x²=288
x²=288/2
x²= 144
x= +_12
So, Breadth = 12cm
length = 2×12=24cm
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