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Find the Product (2xn)(3x4n)\left( 2 x ^ { n } \right) \left( 3 x ^ { 4 n } \right)

Question 385

Multiple Choice

Find the product. (2xn) (3x4n) \left( 2 x ^ { n } \right) \left( 3 x ^ { 4 n } \right) Assume that the variables in the exponents represent positive integers; for example, (x2n) (x4n) =x2n+4n=x6n\left( x ^ { 2 n } \right) \left( x ^ { 4 n } \right) = x ^ { 2 n + 4 n } = x ^ { 6 n } .


A) 5x3n5 x ^ { 3 n }
B) 6x5n6 x ^ { 5 n }
C) 6x3n6 x ^ { 3 n }
D) 5x5n5 x ^ { 5 n }
E) 6x7n6 x ^ { 7 n }

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