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Distribute and simplify the radicals below.

(W12 + 6)(-18-2)
-18V2 - 6V6
-675-23
-675 +2V3
1872 +676

1 Answer

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Final answer:

To distribute and simplify the radicals, apply the distributive property to each term inside the parentheses and combine like terms.

Step-by-step explanation:

To distribute and simplify the radicals, we need to apply the distributive property to each term inside the parentheses.

Starting with the first term, we have:

(W12 + 6) * (-18-2) = -18W12 - 2W12 + (-108) - 12 = -20W12 - 120

Next, let's distribute the second term:

(-18V2 - 6V6)(-675-23) = 12150V2 + 4050V6 + 2250 + 450V2 + 150V6 + 90

Finally, distributing the third term:

-675 + 2V3 + 1872 + 676 = -675 + 1872 + 676 + 2V3 = 1873 + 676 + 2V3 = 2549 + 2V3

Combining all the simplified terms, we get: -20W12 - 120 + 12150V2 + 4050V6 + 2250 + 450V2 + 150V6 + 90 + 2549 + 2V3

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