Multiply 6√3 • 8√14 • √10 • √2

96 sqrt (210)

Step-by-step explanation:

6√3 • 8√14 • √10 • √2

We multiply what is outside the square roots with what is outside the square roots and what is inside the square roots with what is inside the square roots

6*8 = 48

3*14*10*2 = 840

6√3 • 8√14 • √10 • √2

48 sqrt (840)

48 sqrt (4*210)

sqrt (a*b) = sqrt (a) sqrt (b)

48 sqrt (4) sqrt (210)

48 * 2 sqrt (210)

96 sqrt (210)

210 is 3*7 * 5*2 which are all primes, so we cannot simplify the sqrt (210)