#what am i doing wrong
100 messages · Page 1 of 1 (latest)
Suppose that it is 20% interest rate ** per annuum** (i.e. per year) and simple interest (c.f. compound interest is adopted). \
Then $I = PRT$ and $A = P + I$, where \
$P$ is Principal, $R$ is interest per annuum, $T$ is number of years.
you have to show us what you're doing if you want us to tell you what's wrong with it
Kelvin Chan (Tag me 2 reply)
one sec let me send what i am doing
PMT = [ P x r x (1 + r)^n ] / [ (1 + r)^n - 1 ]
PMT = [ 2500 x 0.0167 x (1 + 0.0167)^48 ] / [ (1 + 0.0167)^48 - 1 ]
PMT = $72.76
i tried doing it agaim, got a differnt result, and got it wrong
i just dont understand it at all
i watched videos
did everything pretty much identical to what the person did in the video
got it wrong
if you can help that will be much apprecited
,w
[ P * r * (1 + r)^n ] / [ (1 + r)^n - 1 ] where P = 2500, r = 0.0167, n=48
You have $2,500 on a credit card that charges a 20% interest rate. If you want to pay off the credit card in 4 years, how much will you need to pay each month (assuming you don't charge anything new to the card)?
i am guessing monthly
so 76.13?
well that's what the calculation you gave says
I just copy/pasted it
there was a rounding error or something in your original calculations
its right
ohhhhhhhhhhh
i see now
ok i dont understand this anymore, like i made sure i did everything correct
Payment = ($31,000 * 0.00333) / (1 - (1.00333)^(-48))
= ($103.23) / (1 - 0.63790)
≈ $103.23 / 0.36210
≈ $285.41
bosnianman
@balmy mango
I am attempting
ok sorry
,w
(31,000 * 0.00333) / (1 - (1.00333)^(-48))
you need to double-check the way you're doing your calculations
in particular
,w
(1.00333)^(-48)
you have 0.637...
wait u get the asnwer from just doing this ($31,000 * 0.00333) / (1 - (1.00333)^(-48))?
Here is my attempt
K is the amount you need to pay per month
R is the interest rate per month, compounded monthly
,w $300,000 * (0.00583 / (1 - 0.38907))
i am going to lose my mind
@errant sedge helped me on that question im on a diff question now
I have 12 more of these to go
formula of compound interest is this
You just need to memorize this formula to deal with problem of compounded interest
and A = P + I
I do. I do the problem with the formulas and i get it wrong
did my answer correct?
the answer was $699.90
@balmy mango Do u mind helping me with this one ?
,w 300,000 * (0.00583 / (1 - 0.38907))
my silly mistake in my 2nd question...P should be 31000... (but I still can't get why it is 699.90...)
but I believe that the 3rd question should use formula like this
if u cant get it. Imagine me. Im over her grinding youtube videos and nothing is helping meðŸ˜
AND I STILL HAVE 12 MORE QUESTIONS TO GO OH MY
I have tried many times, like compounded monthly, annually, in simple interest, but none of them reaches as low as $699.90...
@errant sedge explain ur ways
I jus dont understand what i did wrong with this
actually I don't get where did you formula come from. Could you explain it?
use this formula
My formula? i found it online and ig it has been somewhat working
Can any1 tell me what went wrong here
because I have not heard this equation ever before. I need to verify this equation.
what does P and PMT denote? because I got sth like this
In this equation, K denotes the payment you need to pay per unit time.
P0 denotes principal
If u want me to be 1000% honest i do not know. I am not the best at math so i am jus trying to finish my hw and finally go to sleep ive been trying to do this all night
one of my superpowers is to keep doing something mistakenly ... 🥲
you have watched the video, haven't you? Could you send this link to let me verify
because typically in Hong Kong (where I am living), we denote A as amount, I as interest and P as principal
per annum, compounded monthly... ... ...
Do u understand how to do it nowv
I am still checking the formula, but if the formula is correct, then just sub. P = 300,000, I = 7%, n = 12, T = 15
,w 300,000 * (0.00583 / (1 - 0.38907))
@balmy mango
just plug in the formula and solve it 😉
it seems that it should be 1/(1+R) + ... +1/(1+R)^n...but I am still thinking why
,w
(3000000.07/12)/(1-(1+0.07/12)^(-1512))
yes, this is final ans., I believe