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3 votes
Simplify. Assume y is greater than or equal to zero.

a. 2√6y
b. 4√3y
c. 2√3y
d. √6y

1 Answer

3 votes

Final answer:

To simplify the expressions, we need to look for common factors in the terms under the square root. Option b) can be simplified further as 2√(3y) by dividing the constant term 4 by 2.

Step-by-step explanation:

To simplify the expressions, we need to look for common factors in the terms under the square root.

a) 2√(6y) cannot be simplified further because there are no common factors.

b) 4√(3y) can be simplified as 2√(3y) by dividing the constant term 4 by 2.

c) 2√(3y) is already simple and cannot be simplified further.

d) √(6y) cannot be simplified further because there are no common factors.

User Semytech
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