
Here we will explain and calculate the cube root of 1150. First, note that the cube root of 1150 can be written with a mathematical symbol, like this:
∛1150
When we calculate the cube root of 1150, the answer is the number (n) that you can multiply by itself twice that will equal 1150. In other words, n × n × n should equal 1150. Therefore, the equation to solve the problem is as follows:
n3 = 1150
And when we solve the equation above, we get the answer to the cube root of 1150:
∛1150 ≈ 10.4768955317165
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