Cube root of 1971 (∛1971)

Cube root of 1971

Here we will show you the answer to the cube root of 1971 in decimal form and in its simplest radical form. But before that, we start by showing you the cube root of 1971 written in mathematical terms:

∛1971

The √ is called the radical symbol, the little 3 is the index which means cube, and 1971 is the radicand.

The cube root of 1971 is a number (n) that when multiplied by itself twice will equal 1971. In other words, the cube root of 1971 is the number (n) in the following equation:

n × n × n = 1971

∛1971 is the same as 1971^⅓. Therefore, to solve the problem in Excel or Numbers, you can enter 1971^(1/3) to get the answer to the cube root of 1971. However, we used a scientific calculator and typed in 1971 and then pressed the [∛x] button. We got the following answer:

∛1971 ≈ 12.5380

You can simplify the cube root of 1971 if you can make the radicand smaller. This is called the cube root of 1971 in its simplest radical form. The answer to the cube root 1971 in its simplest form is displayed below:

∛1971 = 3∛73

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Cube root of 1972
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