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  1. #16
    User1's Avatar
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    Quote Originally Posted by SkyLite View Post
    @User1
    thats all i can understand from what he said but if he can explain me the keyword of what he ment Yah i can break it down
    All you did was give a incorrect definition of infinity...

    What was the last level of math you have taken?
    Any donations would help


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  2. #17
    scimmyboy's Avatar
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    Suppose like the infinite series of the exponential function e^x.

    its maclaurin series expansion is x^n/n! where the terms can be written out as x + x^2/2 + x^3/6 and so on.

    so taking the derivative of it would then be 1 + x + x^2/2...+ x^n/n!

    the pattern is the same as the original function, and thus the infinite series of e^x is still e^x. I find this method easier than applying the formula where you have to find the sequence and memorize everything else.

  3. #18
    iverson954360's Avatar
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    Ask aleks aka paroxysm. I only finished differential calc last quarter.

  4. #19
    Nirvana's Avatar
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    what did you say

  5. #20
    Jailbroken671's Avatar
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    there's a Homework and school section

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