Simplify the following number by using the imaginary number i.
√-50 = ?
To simplify √-50 using the imaginary number i, we can rewrite it as √(50 * -1).
Using the property of square roots, we can split it into two separate square roots: √50 * √-1.
The square root of 50 (√50) cannot be simplified further because it does not have any perfect square factors.
Now, we substitute √-1 with the imaginary unit i: i√50.
Therefore, √-50 simplifies to i√50.