Question

6(8)^n+1 + 16(2)^3n-2 / 10(2)^3n+1 - 7(8)^n

Answer 1

Answer:

4

Step-by-step explanation:

 Given  

6(8)^n+1 + 16(2)^3n-2 / 10(2)^3n+1 - 7(8)^n

 We can write this as

Using a^m x a^n = a^m + n and (a^m)^n = a^mn, we can calculate as follows.

6 x 2^3^(n + 1) + 16 x 2 ^3n – 2 / 10 x 2^3n + 1 – 7 x 2^3^n

6  x 2^3n + 3 + 16 x 2 ^3n x 2^-2 / 10 x 2^3n + 1 – 7 x 2^3n

6 x 2^3n x 2^3 + 16 x 2^3n x 2^-2 / 10 x 2^3n x 2^1 – 7 x 2^3n

2^3n(6 x 2^3 + 16 x 2^-2) / 2^3n(10 x 2 – 7)

48 + 16 x 2^-2 / 20 – 7

48 + 16 x 2^1/2 / 13

48 + 4 / 13

52/13

= 4

Answer 2

Answer:

hope my answer is right and helpful..