Question

a rectangular court is 168 sqm.in area its length is 14 m.find its perimeter​

Answer 1

$\underline { \pink{ Dimensions \: of \: the \: rectangular \: court:}}$

$Length (l) = 14 \:m \: Breadth = b \: m$

$\boxed { \orange { Area \: of \: the \: rectangle (A) = l \times b }}$

$A = 168\: m^{2} \: (given)$

$\implies l \times b = 168$

$\implies 14 \:m \times b = 168$

$\implies b = \frac{168}{14} \\= 12\:m$

$\boxed { \blue { Perimeter (P) = 2(l+b) }}$

$P = 2( 14 + 12 ) \\= 2 \times 26 \\= 52 \:m$

Therefore.,

$\red {Perimeter (P)} \green { = 52 \:m }$

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