Answer:
Step-by-step explanation:
Length of each side = √(169/36)
= √169/√36
= 13/6 yards
Perimeter = 4(13/6) = 26/3 yards
Perimeter of the flower bed is 26 / 3 yards
Given:
[tex]Area\ of\ square\ flower\ bed\ = \frac{169}{13} square\ yard\\\\[/tex]
Find:
Perimeter of the flower bed
Computation:
Area of square = side²
So,
[tex]Area\ of\ square\ flower\ bed\ = \frac{169}{13} square\ yard\\\\Side^2 = \frac{169}{36} \\\\Side^2 = [\frac{13}{6}]^2 \\\\Side = \frac{13}{6} \ yard[/tex]
Perimeter of square = 4(Side)
[tex]Perimeter\ of\ the\ flower\ bed = 4(\frac{13}{6} ) \\\\Perimeter\ of\ the\ flower\ bed = \frac{26}{3} \ yards[/tex]
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