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14 l in a s

Updated: 12/22/2022
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14 lines in a Sonnet

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14 lines in a sonnet

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Call the unknown numbers s and l for smaller and larger respectively. From the problem statement, l - s = 14 and 4s - 3l = 45. Transpose the first equation to result in l = 14 + s and substitute this into the second equation to result in 4s - 3(14 + s) =45, or 4s - 42 - 3s = 45. or s = 45 + 42 = 87. l is then 101.


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The perimeter of a rectangle is 18 feet and the area of the rectangle is 14 feet What is the length of the rectangle?

First of all to correct . The area is NOT 14 feet , that is a liner measurement, but 14 sq.ft. (square feet) #Hence A = lb = 14 sq.fr. P = 2( l + b) = 18ft. b = 14/l & l + b = 9 Substitute (14/l) + l = 9 Multiply though by 'l' 14 + l^2 = 9l l^2 - 9l + 14 = 0 Factor ( l - 7)(l - 2) = 0 Hence l = 7 ft. and l = 2ft Common sense dictates that the length is 7 ft.