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Rectangular room has width half of its length. When 6 is decreased from both length and width then its area is differed by 108 so find the width.

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ans is 8 units.

let the length be x and width be x/2.

a/q : ( x^2)/2 - (x-6)((x/2) - 6) = 108

solving, x=16

therefore width = x/2 = 8 units
9 years agoHelpfull: Yes(5) No(0)

Let the length be 2x, Then width will be x
The area : 2x^2
After decrease: Length(2x-6) & Width(x-6)
Now, the area:2x^2-18x+36
Hence, the eq. is 2x^2-(2x^2+18x+36)=108
Solving, we get x=8,(width)
12 years agoHelpfull: Yes(4) No(6)

IBM Other Question

A computer shop consists 3 brand's alptop .Laptop of brand A is sold 3/16, B is sold 1/16 and c is sold ? then what fraction is sold by the shop in all. rectangular room has width twice of its length. When 6 is decreased from both length and width then its area is differed by 108 so find the width.