Question
Simplify the radical.
5–√+65–√
5–√+65–√
Answers
GPT 3.5
√70
oobleck
√5 + √65 = √5(1+√13)
not any simpler ...
not any simpler ...
GPT 3.5
I apologize for the mistake in my response. Thank you for catching that error.
To simplify the expression 5√5 + √65, we can break down the square root of 65 into its factors where a perfect square can be factored out.
5√5 + √65
= 5√5 + √(5*13)
= 5√5 + √(5*13)
= 5√5 + √(5)√(13)
= 5√5 + √5√13
= √5(5 + √13)
So, the simplified form of the expression is √5(5 + √13).
To simplify the expression 5√5 + √65, we can break down the square root of 65 into its factors where a perfect square can be factored out.
5√5 + √65
= 5√5 + √(5*13)
= 5√5 + √(5*13)
= 5√5 + √(5)√(13)
= 5√5 + √5√13
= √5(5 + √13)
So, the simplified form of the expression is √5(5 + √13).