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36 ≤ n ≤ 72
We are given by
a = {(n2 + 2√n(n+ 4) +16)} / (n+ 4√n +4)
Put a = 36.
And get the value 28 which is the least value
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If n is such that 36 ≤ n ≤ 72 , Then a = {(n2 + 2√n(n+ 4) +16)} / (n+ 4√n +4) satisfies
a. 20 < x < 54
b. 23 < x < 58
c. 25 < x < 64
d. 28 < x < 60
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The area of the plate = 12x6 = 72 sq. m.
The total area of the triangle = Π x 12x 2 + Π x 0.52
= (2+0.25)Π = 2.25Π = 7.07 m2
Remaining area = 72 -7.07 = 64.9
Closest option is (c)
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