1 answer

How do you simplify #2sqrt3 * 4sqrt2#?

Question:

How do you simplify #2sqrt3 * 4sqrt2#?

Answers

#8sqrt6#

Explanation:

#2sqrt3 * 4sqrt2 = (2*4) * (sqrt3 * sqrt2)#

#sqrta * sqrtb = sqrt(a*b)# (law of indices)

#sqrt3 * sqrt2 = sqrt6#

#2 * 4 = 8#

#2sqrt3 * 4sqrt2 = 8sqrt6#

.

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