Divide 265√5√ . Provide an exact answer.

To divide the expression 265√5 by √, we need to simplify the radical expression first.

Since 5 is a perfect square, we can simplify the square root by taking the square root of the perfect square inside the radical:

√5 = √(1 * 5) = √1 * √5 = 1√5

Now we can divide 265√5 by 1√5:

265√5 / 1√5 = (265/1) * (√5/√5) = 265/1 = 265

Therefore, dividing 265√5 by √5 provides an exact answer of 265.

To divide the expression 265√5√, we need to simplify it first.

First, let's simplify the square roots separately.

√5 is the square root of 5.

Next, simplify the square root of 5 times the square root of 5.

(√5)(√5) = √(5*5) = √25 = 5

Now, we can divide 265 by 5.

265 ÷ 5 = 53

Therefore, the exact answer to 265√5√ is 53.

To divide √265 by √5, we can rationalize the denominator by multiplying the numerator and denominator by √5.

(√265 / √5) * (√5 / √5) = (√265 * √5) / (√5 * √5) = √(265 * 5) / 5

√(265 * 5) = √1325

So, the exact answer is √1325 / 5.