Multiply 5 sqrt{3} and 4 sqrt{12}. | vedclass

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(A) To multiply $5 \sqrt{3}$ and $4 \sqrt{12}$,we follow these steps:$1$. Write the expression as $(5 \sqrt{3}) 	imes (4 \sqrt{12})$.$2$. Multiply th

Vedclass · Accepted Answer

$120$

Vedclass · Answer

(A) To multiply $5 \sqrt{3}$ and $4 \sqrt{12}$,we follow these steps:$1$. Write the expression as $(5 \sqrt{3}) 	imes (4 \sqrt{12})$.$2$. Multiply the coefficients: $5 	imes 4 = 20$.$3$. Multiply the radicals: $\sqrt{3} 	imes \sqrt{12} = \sqrt{3 	imes 12} = \sqrt{36}$.$4$. Calculate the square root: $\sqrt{36} = 6$.$5$. Multiply the results: $20 	imes 6 = 120$.Therefore,the product is $120$.

Multiply $5 \sqrt{3}$ and $4 \sqrt{12}$.

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