Annuity 3 - Deferred Annuity
This Video is Part 3 of a series of videos on Annuities. This tutorial focuses on the topic of Deferred Annuity in the subject known as Engineering Economics.
An Annuity is a series of equal periodic payments which can take form in 4 types:
1. Ordinary Annuity - annuities where payments are made at the end of every period whereby the first payment falls on the first period.
2. Annuity Due - annuities where payments are made at the beginning of every period whereby the first payment falls on the first period.
3. Deferred Annuity - annuities where the first payment will be deferred to a future date.
4. Perpetuity - annuities that last forever.
A number of problems have also been solved in the video to illustrate the principle of Annuity Due.
Annuity/ Annuities/ Deferred Annuity/ Engineering Economics
Deferred Annuity
Deferred Annuity
Deferred Annuity
Deferred Annuity
Deferred Annuity
Deferred Annuity
Пікірлер: 10
thank you sir!!
Currently binging econ topics for the exam. Sayang wala ka po pala sir sa time independent. Galing mo po mag turo
@Engr.miller
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Hehe, yung solution niya is same sa straight line method.
I'm quite confused as to why did you equate F = P in problem 2
@Engr.miller
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Because they are on the same point in the timeline in the cash flow diagram. The future amount of M at period 65 in the upper portion is equal to the present amount of the annuities in the lower portion at period 65.
pahelp po sir determine how much should be invested for 10 years starting one year from now,if you want to withdraw 5,000,000. 15 years from now. Assume the Interest is compounded annually and is 15% compounded annually
Pahelp po sir 🥺 A parent on the day the child is born wishes to determine what lump sum would have to be paid into an account bearing interest at 5% compounded annually, in order to withdraw P20,000 each on the child’s 18th, 19th, 20th and 21st birthdays. How much is the lump sum amount?
@Engr.miller
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kzread.info/dash/bejne/nqOEw9Ojkceqes4.html
@Engr.miller
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Check mo po yung video, problem no. 1
🅿🆁🅾🅼🅾🆂🅼