frac{901}{29} times frac{91}{301} div frac{51 | vedclass

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(D) To solve the expression $\frac{901}{29} 	imes \frac{91}{301} \div \frac{51}{599}$,we use approximation for quick calculation.Approximating the va

Vedclass · Accepted Answer

$110$

Vedclass · Answer

(D) To solve the expression $\frac{901}{29} 	imes \frac{91}{301} \div \frac{51}{599}$,we use approximation for quick calculation.Approximating the values: $\frac{901}{29} \approx \frac{900}{30} = 30$.$\frac{91}{301} \approx \frac{90}{300} = 0.3$.$\frac{51}{599} \approx \frac{50}{600} = \frac{1}{12}$.Now,the expression becomes $30 	imes 0.3 \div \frac{1}{12} = 9 	imes 12 = 108$.Rounding $108$ to the nearest option gives $110$.

$\frac{901}{29} \times \frac{91}{301} \div \frac{51}{599} = ?$

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