(18^n*4)/(2(6^n*3^n))

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Solution for (18^n*4)/(2(6^n*3^n)) equation: 


D( n )

2*6^n*3^n = 0

2*6^n*3^n = 0

2*6^n*3^n = 0

2*6^n = 0

6^n = 0

n należy do O

2*6^n = 0  <=>  2 = 0 or 2*6^n = 0  <=>  6^n = 0

3^n = 0

n należy do O

2*6^n*3^n = 0  <=>  2*6^n = 0 or 2*6^n*3^n = 0  <=>  3^n = 0

n in (-oo:+oo)

(4*18^n)/(2*6^n*3^n) = 0

(4*18^n)/(2*6^n*3^n) = 0 // * 2*6^n*3^n

4*18^n = 0

18^n = 0

n należy do O

4*18^n = 0  <=>  4 = 0 or 4*18^n = 0  <=>  18^n = 0

n belongs to the empty set

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