The simplified expression of √(25x^4) is 5x^2
How to simplify the expression?
The statement is given as:
Simplify: \sqrt{25x^4}
Rewrite properly as:
Simplify: √(25x^4)
Split the radical
√(25x^4) = √(25) * √(x^4)
Take the square root of 25
√(25x^4) = 5 * √(x^4)
Take the square root of x^4
√(25x^4) = 5 * x^2
Evaluate the product
√(25x^4) = 5x^2
Hence, the simplified expression of √(25x^4) is 5x^2
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