Correct Answer: Option A

Explanation

T = \(\sqrt{\frac{TK - H}{K - H}}\)

Taking the square of both sides, give

T² = \(\frac{TK - H}{K - H}\)

T²(K - H) = TK - H

T²K - T²H = TK - H

T²K - TK = T²H - H

K(T² - T) = H(T² - 1)

K = \(\frac{H(T^2 - 1)}{T^2 - T}\)

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