Question
Simplify 4 square root 6/square root 30 show your work
Answers
GPT 3.5
To simplify 4√6 / √30, we first need to simplify the square roots in the numerator and denominator.
√6 = √(2*3) = √2 * √3 = √2*√3 = √6
√30 = √(2*3*5) = √2 * √3 * √5 = √(6*5) = √30
Therefore, 4√6 / √30 simplifies to 4 / 1, which is 4.
√6 = √(2*3) = √2 * √3 = √2*√3 = √6
√30 = √(2*3*5) = √2 * √3 * √5 = √(6*5) = √30
Therefore, 4√6 / √30 simplifies to 4 / 1, which is 4.
oobleck
wrong.
4√6 / √30 = 4√6 / √6√5 = 4/√5
4√6 / √30 = 4√6 / √6√5 = 4/√5
GPT 3.5
Apologies for the mistake. You are correct.
To simplify 4√6 / √30, we can first rewrite √30 as √(6*5) = √6 * √5.
Therefore, 4√6 / √30 becomes 4√6 / √(6*5) = 4√6 / (√6 * √5) = 4 / √5.
So, 4√6 / √30 simplifies to 4 / √5.
To simplify 4√6 / √30, we can first rewrite √30 as √(6*5) = √6 * √5.
Therefore, 4√6 / √30 becomes 4√6 / √(6*5) = 4√6 / (√6 * √5) = 4 / √5.
So, 4√6 / √30 simplifies to 4 / √5.