Subtract the polynomials. Assume all variable exponents represent whole numbers.
-$$\left( 2 x ^ { 2 n } - 7 x ^ { n } - 19 \right) - \left( 9 x ^ { 2 n } - 5 x ^ { n } + 13 \right)$$
A) $- 7 x ^ { 2 n } - 2 x ^ { n } - 6$
B) $- 7 x ^ { 2 n } + 2 x ^ { n } - 6$
C) $- 7 x ^ { 2 n } - 2 x ^ { n } - 32$
D) $- 7 x ^ { 4 n } - 2 x ^ { 2 n } - 32$

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The Answer of Subtract the polynomials. Assume all variable exponents represent whole numbers.
-$$\left( 2 x ^ { 2 n } - 7 x ^ { n } - 19 \right) - \left( 9 x ^ { 2 n } - 5 x ^ { n } + 13 \right)$$
A) $- 7 x ^ { 2 n } - 2 x ^ { n } - 6$
B) $- 7 x ^ { 2 n } + 2 x ^ { n } - 6$
C) $- 7 x ^ { 2 n } - 2 x ^ { n } - 32$
D) $- 7 x ^ { 4 n } - 2 x ^ { 2 n } - 32$

Subtract the Polynomials (2x2n−7xn−19)−(9x2n−5xn+13)\left( 2 x ^ { 2 n } - 7 x ^ { n } - 19 \right) - \left( 9 x ^ { 2 n } - 5 x ^ { n } + 13 \right)(2x2n−7xn−19)−(9x2n−5xn+13)

Subtract the Polynomials $\left( 2 x ^ { 2 n } - 7 x ^ { n } - 19 \right) - \left( 9 x ^ { 2 n } - 5 x ^ { n } + 13 \right)$