A rectangular carpet has an area of 120 square meters and a parameter of 46m. The length of it's diagonals is
Options:
A .  11m
B .  13m
C .  15m
D .  17m
Answer: Option D
l x b = 120 and 2(l+b) =46 => (l+b) = 23 (l-b)2 =(l+b) 2 -4lb = (23) 2 “ 4 x 120 = (529 - 480) = 49 (l-b) = 7 On solving l+b = 23, l-b = 7, we get l =15 b = 8 Diagonal = = 17 m
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