The length of a certain rectangle exceeds its width by exactly 8 cm. The perimeter of the rectangle is 66 cm. What is the width of the rectangle? Give your answer in centimetres
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Answered by
4
let width of rectangle be = x cm
then length = x + 8 cm
perimeter = 66
2(l+b)=66
l+b=33
x+x+8=33
2x=25
x=12.5 cm
Answered by
1
let,
breadth of the rectangle = b cm
it is given that length = 8+b cm
perimeter = 66 cm
perimeter of a rectangle = 2(l+b)
66 cm = 2( 8+b + b )
66 cm = 2( 8+ 2b)
66÷2 = 8 + 2b
33 = 8 + 2b
33 - 8 = 2b
25 = 2b
25 ÷ 2 = b
12.5 cm = b
{if needed
length = 8 + 12.5
length = 20.5cm}
therefore , breadth = 20.5 cm
HO0E SO THIS MUST BE THE ANSWER....
breadth of the rectangle = b cm
it is given that length = 8+b cm
perimeter = 66 cm
perimeter of a rectangle = 2(l+b)
66 cm = 2( 8+b + b )
66 cm = 2( 8+ 2b)
66÷2 = 8 + 2b
33 = 8 + 2b
33 - 8 = 2b
25 = 2b
25 ÷ 2 = b
12.5 cm = b
{if needed
length = 8 + 12.5
length = 20.5cm}
therefore , breadth = 20.5 cm
HO0E SO THIS MUST BE THE ANSWER....
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