13. Perimeter of a rectangle whose length (1) is 4 cm more than twice its breadth (b) is 14 cm. The pair of linear equations representing the above information is 1+ 4 = 2b 1-b=4 a) 2/1 + b) = 14 202 = 2(1 + b) = 14 12b + 4 2= 2b + 4 (c) 1 + b = 14 美 2(1 + b) = 14 (b) (d)
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Let the length be l and breadth be b.
According to question,
l = 4 + 2b. ....(I)
perimeter = 14
2 × (Length + Breadth) = Perimeter
=> 2 × (l + b) = 14
=> 2 × { (4 + 2b) + b } = 14 (from (I))
=> 2 × { 4 + 3b } = 14
=> 8 + 6b = 14
=> 6b = 14 - 8
=> b = 6 ÷ 6
=> b = 1
From (I),
l = 4 + 2 × 1
= 4 + 2
= 6
Length = 6 cm
Breadth = 1 cm
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