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what is the limit as n approaches inifinity of (17(2^n)+19)/(14*3^n)? and how do you find it? I believe it is 0 but I am not sure :S
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0
(2^n)<(3^n) as n approaches infinity.
All the other numers are completely irrelevant.
btw, I mean "<" as in arbitrarily smaller.
Can anyone help me? 3.41 x 1,3019234 divided by 12347 x 8 + your age - 1804351 x 235-135425 squaredx 10 to the fifth power + 1- 1243818723847
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