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Present Value Annuity Concept Development and Understanding
Mortgage Application: • Calculate Monthly Paym...
Annuity New Videos: • Future Value of an Ord...
Annuity Future Value: • Annuity and Future Val...
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Present Value P of an Annuity of n payments of R each at the end of consecutive interest periods with interest compounded at a rate i per period is given by the formula: PV=R((1-(1+i)^(-n))/i)
Annuity and Future Value: • Annuity and Future Val...
Пікірлер: 45
No one cleared the concept like this video ...such a good video ❤
Thankyou sir no one explained it as beautiful as you thank you very much ❤
Superb 👏 Actually you have cleared the real concept behind the present value. Thank you for explaining in such an amazing way 👍
Thank you so much! This really helped me to help my 17 year old daughter with her math homework!
@MathematicsTutor
3 жыл бұрын
Thanks, Here is related playlist for extra practice: kzread.info/dash/bejne/fo6m08NvedOvpNI.html
I'm Thanking you for the torturia lesson he helped me for my first class in open university.thanks so much
You are a breath of fresh air on explaining these formula's to solve math problems Mr. Kumar!
thank you so much, this is incredible explination
@MathematicsTutor
5 ай бұрын
Thanks. Playlist for you: kzread.info/dash/bejne/fpytmI-tfJnLZtY.html Hope that helps. Good Day!
Professor. I have a query. Is there a simple way to know when to use present value table, present value annuity, future value and future value annuity tables? Are there hints in questions that would suggest use PV table for eg? Or PVA table?
@MathematicsTutor
4 жыл бұрын
Thanks. How much do we invest now -- Indicates Present Value what will the investment be -- indicates Future value These phrases may help to decide PV or FV. Hope it helps. Thanks
I understand very well. Your video is very clear. Thanks you that you made this video. I learned well from it.
@MathematicsTutor
5 жыл бұрын
Thanks for appreciation
Thanks. Now I understand what is present value of ordinary annuity. Do you have one for general and deferred? Any, thank you so much!
Very well explained eh whole entier concetpsfia anuties ina unique way.
Anil sahab thanks alot.
I'm so confused what is PV if R is what you regularly deposit into the account?
Dr please is there any hints that shows if I would use annuity formula not normal formula?
Your are best sir
thank you, the first one was simple and clear.
Could you explain annuity due for future value and present value also sir ?
Thank you sir
Thank you for an excellent, clear and concise explanation.
Nice presentation.
Excellent clear explanation ! Thank you
Ilike those alternative
Can you put the values in The Infinite GP's sums formula and shows us
Thank you for this sir! Much appreciated❤
Simple and clear. Thanks a lot!
Thanks
Great explanation Thank you!
Sir, your video was too easy to understand but i have one more query that not solve. i hope you will solve it. find the present value of the rents to be paid every months for next ten years at the rate of Rs. 10000 per month , if discount rate is 6% p.a.Assume that he rent payment is due on the first day of every month. (Ans. Rs. 2,33,442.13)
🙏👍
Thank you sir..
What about present value of annuity due
Awesome explanation sir
thanks sir
@MathematicsTutor
5 жыл бұрын
Thanks for appreciation.
This easy
Hello sir, When I tried to calculate the future value of 1781 after 4 yrs at 4.8% compounded annually, the answer didn't come to 2000. Answer came as rs 2148. Why there is an extra amount for rs 148. Sir could you please explain.
@ayiana819
4 жыл бұрын
Hello! I'm no professor and this reply might actually be too late, but I have an answer for you! 2,148 is the right answer, not 2000. "Future value of 1781 after 4 yrs at 4.8% compounded annually..." is a COMPOUND INTEREST problem. This means that 1,781 accumulates interest (4.8% compounded annually) throughout its 4 year term : )
Your geometric pogression formula is wrong.
This is the longest possible way u could of done this lmfao
You invest $1781 at 4,8% and you get $500 every year for 4 years? xD That's magic. 1781x0,048=85. Investing 1781 at 4,8% gives 85 interest per year, not even close to 500.