Find the simplified product:
√2x³•√18x5
√6x¹
√36x8
O 18x4
6x4
DONE ✔

Question

Answered

Answer :

MrRoyal MrRoyal · Answer 1 · 2022-08-26T12:45:58-04:00

The simplified product of the product given as √2x³ * √18x^5 is 6x^4

The product is given as:

√2x³ * √18x^5

Combine the expressions in one radical form

So, we have:

√2x³ * √18x^5 = √(2x³ * 18x^5)

Evaluate the product of 2 and 18

So, we have:

√2x³ * √18x^5 = √(36x³ * x^5)

Take the square root of 36

So, we have:

√2x³ * √18x^5 = 6√(x³ * x^5)

Evaluate the product of x^3 and x^5

So, we have:

√2x³ * √18x^5 = 6√(x^8)

Take the square root of 36

So, we have:

√2x³ * √18x^5 = 6x^4

Hence, the simplified product of the product given as √2x³ * √18x^5 is 6x^4