I need help from anyone who understands exponential growth functions! Pretty please :))
whats your question?
tag me when your done posting it
I need to solve for "t" I don't want to put the actual question, but here's an example. \[200=5000(1+.015)^(12t)\]
t = 0.00328407
can you give me a medal for helping please @brianakf
I want you to show me how you got that
I don't know how to do it
alright but is this a test ?
\\[200=5000(1+.015)^{12t}\] seems odd
no, homework
what was the actual question?
first off \(1+.015=1.015\) so this is \[200=5000(1.015)^{12t}\] but it still seems strange
200 is A (amount), 5000 P (principle) 1.5% r (rate). T (time)
Its the same, but I changed the numbers. The teacher has something that checks online to make sure we don't use these websites
how can you invest $5000 and earn interest and end up with only $200
No, its a decay. You owe 5000, you want to know how long until you only owe 200
then this is not the formula to use you need to know the payoff formula but if you are supposed to solve \[200=5000(1.015)^{12t}\] you can do it in two steps
I'm supposed to use that formula
sorry i lost connection but i guess ^ can help you
@shinebrightlikeadimon if he can't ill tag you so you can!
divide by \(5000\) and get \[(1.015)^{12t}=.04\] then use the change of base formula and get \[12t=\frac{\ln(.04)}{\ln(1.015)}\]
making \[t=\frac{\ln(.04)}{12\ln(1.015)}\]
but this just solves the equation you wrote, not at all the question that was asked
How would I get an actual number for t though, is that even possible?
ok
I just solved it thanks!
wait was my answer correct
no it was around -18
The answer is supposed to be negative
sorry i did my best
it's ok, how do you give medals?
you click on best response and the person gets the medal
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