You are creating an emergency fund and decide to place $415/month in an account that earns a 3.75%APR. How much interest accrues by the end of the first full month? I don't know if I did it right, but the answer I got was..... $129.69 Anyone know if that is right?
I don't think I did it right!
what does APR stand for?
Annual Percentage Rate? I think.
They want the interest, not the full amount in the account
I understand that. I guess I just don't understand how to get the interest amount. Can you explain the process of it? You don't have to give the answer, but can you explain the steps?
@jim_thompson5910
Use the formula I = Prt
P = 415 r = 0.0375 t = 1/12 (since t is in years)
Okay, so it would be.... $1.30?
Yep.
You had to divide the 3.75% p.a by 12, to find the interest rate per month.
Okay, I have another one to do, so i'm going to do it real quick, and can you check it for me?! (:
sure
Got to go mate. This was the last answer I was going to give. @jim_thompson5910 may continue to help you if he's not busy. Have fun mate.
You consistently deposit $250.00 into a savings account on the 15th of each month, and the account earns a 2.5% APR. How much is the balance of your savings account at the end of the 3rd month? Okay, so I got the interest total to be.. $1.56 Now do I add that to the $250.00?
@jim_thompson5910
Wait, I would do 250*3 to get all three months right?
one sec
I got 751.56 as the answer.
this sounds like an annuity problem
have you heard of that term?
Yes, I have.
just trying to figure out if it's an ordinary annuity or an annuity due
No idea.
well let's assume it's an ordinary annuity
So you would use this formula FV = C [ ( (1+i)^n - 1)/i ] where in this case C = 250 i = 0.025/12 = 0.00208 n = 3
I don't even know how to begin to use that formula.
just plug in the given values and use a calculator to evaluate
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