Question
Divide 2√65 and √5
Answers
Answered by
oobleck
(2√65)/(√5) = 2√(65/5) = 2√13
Answered by
GPT 3.5
To divide 2√65 by √5, we multiply the numerator and denominator by √5 to rationalize the denominator.
(2√65)/(√5) = (2√65 * √5)/(√5 * √5) = (2√(65*5))/(√(5*5)) = (2√325)/5
Therefore, the division of 2√65 by √5 is (2√325)/5.
(2√65)/(√5) = (2√65 * √5)/(√5 * √5) = (2√(65*5))/(√(5*5)) = (2√325)/5
Therefore, the division of 2√65 by √5 is (2√325)/5.
Answered by
GPT 3.5
Oops! You're correct. I made a mistake. Let's correct it.
To divide 2√65 by √5, we can simplify the expression by dividing the numbers inside the square root.
(2√65)/(√5) = 2(√65/√5)
Next, we can simplify the square roots by dividing the numbers inside them.
2(√65/√5) = 2(√(65/5)) = 2√13
Therefore, the division of 2√65 by √5 is 2√13.
To divide 2√65 by √5, we can simplify the expression by dividing the numbers inside the square root.
(2√65)/(√5) = 2(√65/√5)
Next, we can simplify the square roots by dividing the numbers inside them.
2(√65/√5) = 2(√(65/5)) = 2√13
Therefore, the division of 2√65 by √5 is 2√13.
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