My analogy is like this: no matter how many free samples you take from a supermarket, you will always get it for free (0 cents), so even if you take it all the way to infinity, you should not have to pay a cent for the food.
so why is the answer infinity when a number is divided by 0? no...
the Nissan 350Z? As in if I wanted to purchase some coil-overs for a G35 could I purchase ones made for the 350Z and have them work? It sounds like a stupid question but everywhere online the parts are sold together so I can't tell!
inch speakers? I want to use those little bass blocker capacitors on my Infinity Kappa 6.5 inch car speakers. The base is muddying up my mids. I will eventually add a sub to fill in what is missing. What frequency do you recommend I cut the bass off at?
I have always wondered what is the exact definition of infinity?
also i want to know how many zeros are in the number infinity?
and also how do they know what infinity is if it goes on forever?
I know that there numbers are infinite and you could go on counting forever. However, is there a limit to numbers whereby if you carry on it has no meaning as there is nothing in the universe that can be measured on such a large scale?
I know its always possible to create a slightly larger...
Does the sum of 1/(n)(ln(n)) from n=3 to infinity converge or diverge? I was thinking converge because when using a direct comparisson to 1/X^1.000001, for every value n it appears 1/nlnn is less than it, but integeral test should show that it diverges?
Im a deep thinker at night time, and i was thinking about the universe last night. Why cant the human brain comprehend infinity?
Okay, i mean it like this, In your mind your thinking of infinity, why do our brains immediatly imagine an ending to outerspace? I used to think i completly understood...
My first plan of attack would be to find a formula for the nth term as a function of n directly, without making reference to the Fibonacci sequence. Presumably, it will be a polynomial in phi.
disprove the following....? Don't worry, this is just a practice test, and I just need to understand how it works. So I need to prove or disprove:
(1) There is a subsequence S{n(k)} that converges to 2.
(2) There is a montonic supsequence of S{n} that decreases down to 3.
(3) S{n} is itself...
Does the sum of 1/(n)(ln(n)) from n=3 to infinity converge or diverge? I was thinking converge because when using a direct comparisson to 1/X^1.000001, for every value n it appears 1/nlnn is less than it, but integeral test should show that it diverges?
speakers? I want to use those little bass blocker capacitors on my Infinity Kappa 6.5 inch car speakers. The base is muddying up my mids. I will eventually add a sub to fill in what is missing. What frequency do you recommend I cut the bass off at?