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Mathematics 11 Online
fairy:

im suffering http://prntscr.com/ijd8zm

Shadow:

Hello @fairy Do you know how to approach this problem?

fairy:

ye kinda

Shadow:

And what does that approach consist of?

fairy:

well so far i got 1400(1+0.085) is that right?

Shadow:

You are using the "Simple Interest" formula which works when you're dealing with interest calculated only once per year. Here we have it being calculated multiple times.

Shadow:

That looks like: \[A(t) = P(1 + r) ^t\] Which means account balance over t years is equal to the principal (initial) amount multiplied by 1 + the rate by t years.

fairy:

errr in the example it looked rlly different

Shadow:

What example?

fairy:

http://prntscr.com/ijdejr

dude:

Shadow was following your example, the difference was that your sample was decay in which you had to subtract 1 meanwhile this question involves growth

dude:

\(f(t)=1400(1+0.085)^{\large{\frac{t}{3}}}\)

Shadow:

Sorry, getting ready for a gathering. @dude has you

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