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Answer: Width = 640/x
Dimensions: 32 cm , 20 cm
Step-by-step explanation:
Given,
Area = 640 m^2 ; Length = x m ; perimeter = 104 m
To find: Width in terms of x ; dimensions (length,width)
SOLN:
Area of rectangle = Length * Width
Width = Area/Length = 640/x
Perimeter= 104
2[L+W] = 104
L+W = 104/2 = 52
Given L = x and we have got W = 640/x
Substituting
x + 640/x = 52
x^2 + 640 = 52 x
x^2 - 52 x + 640 = 0
sum = -52 && product = 640... Numbers = -32,-20
x^2 - 32 x - 20 x + 640 = 0
x[x - 32] - 20[x-32] = 0
[x-20][x-32]
x = 20 or x=32
According to this question, Dimensions are 32 cm , 20 cm
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