What square root equals 3340?

What square root equals 3340? In other words, what number would you take the square root of to get 3340? To solve this problem, we want to find x in the following equation:

√x = 3340

To solve the √x = 3340 equation, we first raise both sides to the power of 2 to eliminate the square root:

(√x)² = 3340²
x = 3340²

Then, we calculate 3340² to get the following answer:

3340² = 3340 × 3340
3340² = 11,155,600

√11,155,600 = 3340

We've provided the equation above to help you understand the underlying concept of solving problems like this. In the future, remember that you can solve all similar problems by simply multiplying the number by itself.

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