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Logarithmic function is not defined for negative number and
A . zero B.one c.three d.two

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A is defined because two to the third power equals eight making it defined. However, B is not defined because you cannot raise negative two to a power that would equal eight. Finally, C is undefined because you cannot have a negative solution.

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A is defined because both numbers are positive. B is not because in exponential form that would be -2 to x power = 8, and2^3 is 8 but (-2)^3 is negative 8 so it is not possible. C is undefined because logarithmic functions have a vertical asymptote of 0 and never go into the negatives, so x can't be -8

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A is defined and the answer is positive 3 B is undefined because the base is negative and cant be possible to have an exponent and = positive 8. C is undefined because it is not possible to get a positive solution with a negative base

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A is defined because 2^3 = 8. B is undefined because the base is negative and lacks parenthesis. C is also undefined because you can't get a positive solution with a negative base.

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A is defined because its answer is positive (it is 3) but for B and C there are negative numbers which, since two of the solutions are definitly undefined and A is definitly defined, must result in the solution being undefined.

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A is defined because the base is positive and you can raise 2 to the third power to get 8. B is not defined because the base is negative and since it isn't in parenthesis, the solution would always be negative. C also is undefined because you can't get a negative solution with a positive base.

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A is defined, B isn't because the base is negative, and C isn't because the inside of a logarithm can't be negative.

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B isn't defined because -2^3 is -8, not 8 and C isn't defined because you can't make a negative by squaring a positive.

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A - defined
B - no defined because the base is negative
C- not defined because the inside of a log cannot be negative

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A is defined because both base and the 8 are positive.
B is not because, if rewritten, log (-2) is undefined.
C is not because the inside cannot be negative