If a = negative, B is not equal to 0, and N is a positive integer, then the following conclusion is correct: the 2nth power of a and the 2nth power of B are opposite to each other B: The N + 1 power of a is opposite to the N + 1 power of B. C: the n power of a is opposite to the n power of B. D: the 2n + 1 power of a is opposite to the 2n + 1 power of B Which one? Why?

If a = negative, B is not equal to 0, and N is a positive integer, then the following conclusion is correct: the 2nth power of a and the 2nth power of B are opposite to each other B: The N + 1 power of a is opposite to the N + 1 power of B. C: the n power of a is opposite to the n power of B. D: the 2n + 1 power of a is opposite to the 2n + 1 power of B Which one? Why?

D: The 2n + 1 power of a and the 2n + 1 power of B are opposite to each other
2n + 1 must be odd
The odd power of a negative number is negative
The odd power of a positive number is a positive number