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Step 1: Reduce the square root of 180
The square root of 180 can be simplified by factoring the number inside the square root symbol. Prime factorize 180: 180 = 2^2 * 3 * 5.
Then, group the factors in pairs of the same number: 2^2 * (3 * 5).
Since 2^2 equals 4, we can take it out of the square root symbol: 4 * square root of (3 * 5).
This simplifies to: 4 * square root of 15.
Step 2: Simplify the square root of x
If you have the square root of x and no additional information about x, you cannot simplify it further. So, the square root of x remains as it is.
Overall, the simplified expression would be: 4 * square root of 15 * square root of x.
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Go step by step to reduce the radical.
square root of, 180, end square root
180
square root of, empty space, end square root
x
square root of, empty space, end square root
x
2 answers
Go step by step to reduce the radical.
square root of, 180, end square root
180
square root of, empty space, end square root
x
square root of, empty space, end square root
x
square root of, 180, end square root
180
square root of, empty space, end square root
x
square root of, empty space, end square root
x
3 answers