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The number will be called radicand and the root symbol will be radical. The first thing to do is to separate the radicand digits from one another. If there are decimals, first divide the numbers from right to left and then from left to right. We will add a zero when we need it because there can't be any individual digits left.

The first digit of the radicand is 6 and we need a number that has a square that is close to it.

We write down the number that we find in the second line of the root because we can help decipher it. The first unknown is 2, which is 4 when multiplied by itself. The number must be subtracted from the radicand and then written down.

The first unknown to the first box should be raised and the second unknown to the third auxiliary should be written. We continue with the operation once this is done.

The radicand's last digit is left out. The first group of digits should be divided by the number in the third auxiliary.

If you put the resulting figure next to the third digit auxiliary, you should see that the result is not greater than the radicand. You must lower the unknown number by one if it exceeds it.

We must use 5 and 45X5 to operate because 46X6 is greater than 242. The result should be subtracted from the radicand.

Go down the next two digits and then up the next two digits.

We have the radicand 1753 and in the auxiliary room we need to add two more digits to the two already resolved.

We discard the last number of radicand and we have 175.

The result is 3 if we divide it by the number of rooms in the auxiliary room. We rewrite the unknown and add it to ourselves.

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