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Which of the following is NOT a true statement about square roots and cube​ roots? ​(Suggested reading: page​ 667.) A. It is OK to take the square root of a negative number. For​ example, the square root of negative 9 is negative 3. B. When finding the cube root of a​ number, you will always get one answer. The cube root of a negative is negative ​(negative 2 is the cube root of negative 8​)​, and the cube of a positive is positive ​(4 is the cube root of​ 64). C. When finding the square root of a positive​ number, you will always get two answers. For​ example, the square roots of 9 are negative 3 and 3. D. It is OK to take the cube root of a negative number. For​ example, the cube root of negative 27 is negative 3.

User Alitrun
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Answer:

Explanation:

you can not take the square root of a negative number. it is why it must be excluded from the domain when a square root is being graphed

User Carter Shanklin
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