When you take the cube root of a negative number, is the sign of the cube root positive (+) or negative (–)?(1 point)
The sign of the cube root of a negative number is negative (–).
When you take the cube root of a negative number, the sign of the cube root depends on whether the exponent of the root is odd or even.
If the exponent is odd (like in the case of the cube root), the cube root of a negative number will be negative. This means that the sign of the cube root will be negative (-).
On the other hand, if the exponent is even (like in the case of the square root), the result will always be positive since the negative sign will be cancelled out when squared.
Therefore, when you take the cube root of a negative number, the sign of the cube root is negative (-).
When taking the cube root of a negative number, the sign of the cube root depends on the exponent that is being used. In this case, since we are taking the cube root, the exponent is 1/3.
To determine whether the cube root of a negative number is positive or negative, we need to consider the concept of even and odd exponents. If the exponent is odd (such as 1/3 in this case), the resulting cube root will have the same sign as the original number.
Therefore, if you take the cube root of a negative number, the resulting value will also be negative.