Help please :c Lastly, you decide to keep track of your loan four times a month instead of monthly. Solve for the adjusted interest rate. Remember to use the formula A(t)=P[(1+r/n)^1/c]^cnt where c = 4. When solving for the adjusted interest rate, be sure to set it equal to 1+r/n I put all the numbers into the function giving me a(t)=39145[(1.0025)^1/4]^48t
@phi Mind helping me again?
@whpalmer4 any ideas?
I don't understand what I'm suppose to be doing.
I think you find 1.0025^(¼) as the next step
Which would be .250625
Then would I multiply that by 39145?
they want the new interest rate The original rate was 3% ... is that correct ?
Correct!
I think we need A(t)
So then what would be the next step to finding that?
I would have to guess on this one.
Problem is this isn't a multiple choice question, it's a short essay thing :/
Do you have anything from your text about "adjusted interest rates" or that describe your formula A(t)=P[(1+r/n)^1/c]^cnt ?
What I posted at the top was the exact question.
"Lastly, you decide to keep track of your loan four times a month instead of monthly. Solve for the adjusted interest rate. Remember to use the formula A(t)=P[(1+r/n)^1/c]^cnt where c = 4. When solving for the adjusted interest rate, be sure to set it equal to 1+r/n"
yes. But do you have a textbook that explains more about this type of problem ?
No, I don't. Should I call my math teacher on this question?
I am sure they expect you to know about this (and so will your teacher). You might ask your teacher for a hint. Unfortunately, I don't know this formula nor have I seen this type of problem, so I would be guessing.
Okay, no problem I'll him. Thanks for trying though!
I'll call him**
If you figure it out, please post how to do it here. I would like to know.
Okay, will do!
Hey @phi I called my math teacher and he said that all it was asking to do was replacing "n" with the numbers of weeks instead of months. So instead of n=12 it would be n=52. Then solve like we did in my last question we did together.
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