(15.01)^{2} times sqrt{730} = ? | vedclass

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Question

(A) To solve the expression $(15.01)^{2} 	imes \sqrt{730}$,we use approximation.First,approximate $(15.01)^{2}$ as $(15)^{2} = 225$.Next,approximate

Vedclass · Accepted Answer

$6125$

Vedclass · Answer

(A) To solve the expression $(15.01)^{2} 	imes \sqrt{730}$,we use approximation.First,approximate $(15.01)^{2}$ as $(15)^{2} = 225$.Next,approximate $\sqrt{730}$ to the nearest perfect square. Since $27^{2} = 729$,we have $\sqrt{730} \approx 27$.Now,multiply the approximated values:$225 	imes 27 = 6075$.Comparing this result with the given options,the closest value is $6125$ (Option $A$).

$(15.01)^{2} \times \sqrt{730} = ?$

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