patricio reyes
04302019
11:10 AM ET (US)

very good , thanks :)
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01012
04242019
10:12 AM ET (US)

Do numbers really represent the physical reality? For example 1 apple simply tells us that there is only one apple. Now it becomes complicated when simple arithmetic formulaes are applied. Example: 1 apple x 1 apple = 1 apple. Now I don't know where the other apple got lost.

Joe J
03212019
05:41 AM ET (US)

How to calculate future value when compounding happens every 5 years? If I use 0.2 for n in this formula, would that be correct?
A = P (1 + r/n) (nt)

EmberCult
09142018
08:57 AM ET (US)

compute the inverse Laplace transformation of the following equation.
\begin{align*} f(s)&=\frac{A}{\prod_{i=1}^{L}(s+a_i)^m} \ &=\frac{A}{(s+a_1)^m\,(s+a_2)^m\cdots (s+a_L)^m}. \end{align*}
What I managed to get is this \begin{align*} Y^{1}(\frac{1}{(s+a)^m})&=\frac{t^{m1}e^{at}}{{(m1)!}} \end{align*}
How do I find the Laplace inverse of the series though? Someone suggested me using partial fraction decomposition and gave me this solution, \begin{align*}f(s)=\sum_{1\le k\le m\atop 1\le j\le L} {A_{jk}\over(s+a_j)^k}\end{align*} But failed to tell how did we achieve it.

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10102017
07:13 AM ET (US)

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