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Imagine: ? x compound x Inflation x Fractional server x interest = American Fxxked.
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I dont have the button for log on my calculator. Is there a different way to do it on a normal one? Or maybe to find by hand?
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Well is it not beqause f(x)=e^x ger f'(x)=e^x that it is called natural. It is the natural base for diferetiation.
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I have a permanent neuron for Pe^rt in my brain now thanks to Sal.
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so cool realizing the connection to differential equations y(t)'=ry(t) with the solution y=Ce^rt right here ... the principal C as the initial value at time t=0 and so on ;) ... so funny how all the stuff is interconnected .. so much fun :D
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@samlocal88 I haven't seen compounded interest rate (e based; t=max 12 or monthly) on loans. Regarding savings you can get monthly compounded interest (when you choose 1M deposit and renew it automatically). e based compounded interest is used only in finance calculations and some bond trades. This e based compounded interest in advanced finance calculation and it is used more in theory than in real life situations.
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He's left T out of the equation at 3.08.
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Okay. At 3.08 Sal gives the formula for calculating compound interest as: '1000 x e to the power of .75 x 3. In other words the principal multiplied by e raised to the power of the rate multiplied by the year (T).
But if you look at what he does on the spreadsheet he seems to omit the 3 (t). He's performing a compound interest calculation for period, with no time passed since the loan issue..., or what?.
Have been teaching finance for ages but have no math background. Although I could glibly state that FV = Per^t I could never explain why in detail - UNTIL NOW - thanks! Still worth pointing out that although quants use exp function all the time, it never occurs in the real world. Interest is always quoted periodically.
uburex97 2 years ago 4
Hey Sal, does it work the same way when you're earning interest say on a savings acount? Or do they only compound your interst once a year? And how would that formula look like (to calculate your savings in time) Thanks!
samlocal88 2 years ago 3