How to Calculate the Effective Annual Rate of Interest (EAR)
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- Опубликовано: 8 июл 2013
- This video demonstrates how to use an easy formula to calculate the Effective Annual Rate of Interest (EAR).
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Thank you for your all beautifully explained videos.
These videos are very informative and clear to the point, thank you for your service!
Glad you like them!
Simple and direct . Thanks for your explanation.
Thank you sir! Best wishes
informative, simple, and clear. Thank you!
Thank you! It's very difficult to find a video on EAR to show my students (Khan Academy has NOTHING) and you have saved the day.
can you be my accounting teacher
how about you teach it
this sir, was gold
Some books complicate a simple thing as this but you simplify ....thank you
Thanks for the knowledge sharing
Thanks!
THANK YOU!
Good one
Another good video- however would’ve really helped with an example. For example leasing a car for 4 years at £450 a month. Interest is 3%. What’s the ERI used for accounting...
THANKS..
Manz ar li bro❤
How about "continuous compound," where n is taken to infinity (result being e^i-1 for one stated interest period, and e^(i*k)-1 for k stated interest periods)? e being the irrational number starting with 2.718...
something is missing here because in my studies where i am struggling is with the fact the equation does not end after you calculate the second step some say you must raise that number to the number of periods so a good video but does not explain the full concept thank you
watch at 1.5x speed. Much better.
I have a quick question, if 5% was the Annual rate, would we need to divide it by 4 to get the Qrtly rate then we can compound it or am I over thinking?
Is the "stated rate of interest" always annual (ie: will have to be divided by n), or can you be given a quarterly rate of interest, in which case you do not need to divide by 4?
In the latter case, what happens to the exponent part of the equation?
ok so what do you do when you are given a problem that does not give you a rate of interest charged? how do you figure that out? for example a loan of $900 was paid at the end of 6 months with a check of $915, what is the annual rate of interest charged?
I = interest amount (interest income or interest expense)
P = Principal amount
r = rate of interest per year
t = total time in years
* = multiply
/ = divide
The formula is:
I = P * r * t
To solve for r:
r = I / P * t
Your example:
I (interest expense) = 15 (the difference between the future value of the loan (915) and the present value of the loan (900))
P = 900
t = 0.5 (since it was paid within 6 months)
Calculate:
r = 15/900*0.5
r = 15/450
r = 0.0333 or 3.33%
Remember, I = P * r * t
15 (rounded off) = 900 * 3.33% * 0.5
Hope this helps.
@@danman6612 This comment saved my grade, bless
@@isabellec290 You're most welcome, I'm glad it helped. :)
How would you calculate what n is if given the EAR and the periodic rate (i/n)?
This is a simple calculation
step 1: take the given EAR
step 2: forget about it and go smoke some weed
Why not just do (i/n) ^n ? Why have 1 there just to offset it with -1?
Doesn't quarterly mean that n should be equal to 3?
Edit: Nevermind, my bad. N is number of how many times we compound.
how about this....instead of just editing why dont you delete your stupid comment
@@user-zq1lb3lx4m bro chill, we're all here to learn. This comment actually helped me cause I still don't understand the compounding periods and I'd appreciate other people's original wrong answers and corrected them and explaining what went wrong
Hi can you reply for me ? what if its compounding period is indicated in days.
I guess n=365. Not sure though.
Did u use a calculator for the amount?
There is a mistake that is (n) the correct is (m)
Cant even see it on the screen man feelsbadman monkaS
Solving the problem and walking the steps was why we sat through your video. Talk less and solve more.
no help .. needed it worked out.