Mathematics, 27.09.2019 04:30 moneybaggtjuan
3. why do cube roots of negative numbers exist in the set of real numbers,
but square roots of negative numbers do not?
a. the square root of a number, positive or negative, is always negative.
however, the cube of a negative number does not exist.
b. the square root of a number, positive or negative, is always positive.
however, the cube of a negative number is positive.
c. the square root of a number, positive or negative, is always positive.
however, the cube of a negative number is negative.
d. the square root of a number, positive or negative, is always positive.
however, the cube of a negative number does not exist.
Answers: 3
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3. why do cube roots of negative numbers exist in the set of real numbers,
but square roots of...
but square roots of...
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