simplify the following radical expression: sqrt (3) * sqrt (3)
a) 3
b) sqt (3)
c) none or 0
d)1
just need to know if my answer right or wrong a
Right.
thanks jen :)
To simplify the expression √3 * √3, we can apply the rule of multiplying radicals.
The rule states that √a * √b is equal to √(a * b).
Using this rule, we can simplify the expression as follows:
√3 * √3 = √(3 * 3) = √9
Now, since √9 is the square root of a perfect square, we can further simplify it to:
√9 = 3
Therefore, the simplified form of √3 * √3 is 3.
So, the correct answer is a) 3.