Search results “Time to money value”

Why when you get your money matters as much as how much money. Present and future value also discussed. Created by Sal Khan.
Watch the next lesson:
https://www.khanacademy.org/economics-finance-domain/core-finance/interest-tutorial/present-value/v/introduction-to-present-value?utm_source=YT&utm_medium=Desc&utm_campaign=financeandcapitalmarkets
Missed the previous lesson? Watch here: https://www.khanacademy.org/economics-finance-domain/core-finance/interest-tutorial/cont-comp-int-and-e/v/continuously-compounding-interest-formula-e?utm_source=YT&utm_medium=Desc&utm_campaign=financeandcapitalmarkets
Finance and capital markets on Khan Academy: If you gladly pay for a hamburger on Tuesday for a hamburger today, is it equivalent to paying for it today? A reasonable argument can be made that most everything in finance really boils down to "present value". So pay attention to this tutorial.
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Views: 427933
Khan Academy

http://www.subjectmoney.com
This Time Value of Money Lesson TVM covers all the basic concepts of the Time Value of Money that you would learn in Finance. In this tvm tutorial we cover simple interest, compound interest, present value formula, future value formula, annuity due, ordinary annuity, present value of annuities, future value of an annuity, intrayear compounding interest, and perpetuities. In this time value of money lesson we teach you by video using visualizations to help you understand how money and time works. If you study this finance tvm video tutorial in combination with what you leanr about the time value of money in your finance class, you should have a clear understanding when it is time to take your time value of money tvm test or exam. I’m glad that I could help you study for your finance time value of money exam.
What is simple interest?
What is compound interest?
What is an ordinary annuity?
What is an annuity due?
What is the present value formula?
What is the future value formula?
How to solve the present value of an uneven series of cash flows.
What is a perpetuity?
How to solve the present value of an ordinary annuity.
How to solve the present value of an annuity due.
How to solve the future value of an annuity due.
How to solve the future value of an ordinary annuity.
Present value of a perpetuity formula.
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Views: 184253
Subjectmoney

Time value of money is explained in hindi. Let's understand Power of Compounding, Present Value and Future value concepts. We will also learn about Simple Interest and Compound Interest & how they work in investing in the upcoming videos.
Related Videos:
Future Value - https://youtu.be/BFRGWenwulc
Future Value of an Annuity - https://youtu.be/f6a7E3326QQ
Future Value of Uneven Cash Flows - https://youtu.be/yHoTUk8HP-c
Present Value - https://youtu.be/pxm-5MBO2dg
Present Value of an Annuity - https://youtu.be/0giLqLyijtc
Net Present Value (NPV) - https://youtu.be/SpHIBfPGwx8
Internal Rate of Return (IRR) - https://youtu.be/x6eXfx2Tv-w
Rule of 72: https://youtu.be/BFRGWenwulc
इस वीडियो में समय और पैसे के मूल्य को हिंदी में समझिये। चलिए कम्पाउंडिंग, प्रेजेंट वैल्यू और फ्यूचर वैल्यू के कॉन्सेप्ट्स की पावर को समझते हैं। आने वाले विडोज़ में हम सिंपल इंटरेस्ट और कंपाउंड इंटरेस्ट के बारे में समझेंगे और साथ ही जानेंगे की ये इंवेस्टमेंट्स में कैसे काम आते हैं।
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In this video, we have explained:
What is time value of money?
How to calculate the time value of money?
What is the concept of time value of money?
How important is time value of money in financial management?
What is the best method for the time value of money calculation?
How to calculate the present value and future value of an investment?
How you can calculate the present value of annuity and future value of annuity?
What is the formula for calculating the present value and future value?
How simple interest and compound interest calculation works with investments?
How to know time value of money for long-term investments?
How to calculate the value of future investments?
How calculating the time value of money works for stock market investments?
How to calculate the future value using compound interest formula?
Make sure to Like and Share this video.
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Hope you liked this video in Hindi on “Time Value of Money”.

Views: 34788
Asset Yogi

Present Value and Future Value explained from TeachMeFinance.com

Views: 229551
Mark McCracken

Should you take $100 today or $200 in two years? Mr. Clifford expalins how to calculate the future value and the present value of money.

Views: 133773
Jacob Clifford

New Version of this lecture is also available on YouTube. You can watch that with the link given below:
https://www.youtube.com/watch?v=Yf-VmsLc40k
Explained the concept of time value of money.
Further CVF, CVAF, PVF and PVAF tables are explained.
Student can also watch the following lectures related with the same topic :
1. Present Value of Perpetuity :
https://www.youtube.com/watch?v=gVxvJ_JTiug
2. Time Value of Money (Problem & Solution) :
https://www.youtube.com/watch?v=UTCyi_OdRYE
3. Utility of CVF, CVAF, PVF and PVAF in Financial Management :
https://www.youtube.com/watch?v=WBOMLP7oXU4
4. Application of PVAF, CVAF, PVF and CVF tables in Financial Management :
https://www.youtube.com/watch?v=XNCPVqLeFi8
5. How to calculate PVF, PVAF, CVF, CVAF values on calculator :
https://www.youtube.com/watch?v=cUTDq6hpais
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#TVM #FinancialManagement

Views: 138153
CA. Naresh Aggarwal

#YouTubeTaughtMe
Financial Management (FM)
This video consists of the following:
1. Meaning and Concept of Time value of money in hindi
2. Reason for time value of money (Why the value of money decline?)
3. Techniques of time value of money (Compounding and discounting techniques) or (Future value and Present value techniques)
4. Practical problems
Check out my BLOG : http://www.pptwalablog.blogspot.com
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Views: 4145
Sonu Singh - PPT wale

This video explains the concept of the time value of money, as it pertains to finance and accounting. An example is given to illustrate why there is a time value associated with the timing of cash flows.
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Views: 160018
Edspira

Over time, the value of your money increases.
To learn more, sign up at: https://www.wallstreetsurvivor.com
For more investing concepts made easy, discover free courses at http://courses.wallstreetsurvivor.com

Views: 30185
Wall Street Survivor

View full lesson: http://ed.ted.com/lessons/how-to-calculate-the-future-value-of-your-cash-german-nande
We've all heard the phrase "Time is money." But what do these two things actually have to do with one another? German Nande explains the math behind interest rates, revealing the equation that will allow you to calculate the future value of your money (if you wisely put it in the bank, that is).
Lesson by German Nande, animation by TED-Ed.

Views: 220717
TED-Ed

This video explains what the time value of money is and how impacts the value of a dollar over time. It also describes the three factors which cause inflation.
This video is for intermediate financial accounting. Students studying the present value of both notes receivable and payable will be interested in the contents of this video.
Thanks for watching!

Views: 1449
Else Grech Accounting

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Indepth Analysis through 300+ lectures and case studies for CA / CFA / CPA / CMA / MBA Finance Exams and Professionals
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Welcome to one of the comprehensive ever course on Financial Management – relevant for any one aspiring to understand Financial Management and useful for students pursing courses like CA / CMA / CS / CFA / CPA, etc. A Course with close to 300 lectures explaining each and every concept in Financial Management followed by Solved Case Studies (Video), Conversational Style Articles explaining the concepts, Hand outs for download, Quizzes and what not??
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This course is about Financial Management. By taking up this course, you will have opportunity to learn the all facets of Financial Management.
Knowledge on Financial Management is important for every Entrepreneur and Finance Managers. Ignorance in Financial Management can be disastrous because it would invite serious trouble for the very functioning of the organisation.
This is a comprehensive course, covering each and every topic in detail. In this course,you will learn the Financial Management basic concepts, theories, and techniques which deals with conceptual frame work. Following topics will be covered in this course
a) Introduction to Financial Management (covering role of CFO, difference between Financial Management, Accounting and other disciplines)
b) Time Value of Money
c) Financial Analysis through Ratios (covering ratios for performance evaluation and financial health, application of ratio analysis in decision making).
d) Financial Analysis through Cash Flow Statement
e) Financial Analysis through Fund Flow Statement
f) Cost of Capital of Business (Weighted Average Cost of Capital and Marginal Cost of Capital)
g) Capital Structuring Decisions (Capital Structuring Patterns, Designing optimum capital structure, Capital Structure Theories).
h) Leverage Analysis (Operating Leverage, Financial Leverage and Combined Leverage)
I) Various Sources of Finance
j) Capital Budgeting Decisions (Payback, ARR, MPV, IRR, MIRR)
k) Working Capital Management (Working Capital Cycle, Cash Cost, Budgetary Control, Inventory Management, Receivables Management, Payables Management, Treasury Management)
This course is structured in self learning style.
It will have good number of video lectures covering all the above topics discussed.
Simple English used for presentation.
Take this course to understand Financial Management comprehensively.
Mandatory Disclosure regarding course contents:
This course is basically a bundle of following courses:
a) Time Value of Money
b) Cash Flow Statement Analysis
c) Fund Flow Statement Analysis
d) Finance Management Ratio Analysis
e) Learn how to find cost of funds
f) Learn Capital Structuring
g) Learn NPV and IRR Techniques
h) Working Capital Management.
If you are purchasing this course, make sure you don't purchase the above courses.
Also note, this course is also bundled in comprehensive course named
Accounting, Finance and Banking - A Comprehensive Study.
So if you are purchasing above course, make sure you don't purchase this course.
• Category:
Business
What's in the Course?
1. Over 346 lectures and 48 hours of content!
2. Understand Basics of Financial Management
3. Understand Importance of Time Value of Money
4. Understand Financial Ratio Analysis
5. Understand Cash Flow Analysis
6. Understand Fund Flow Analysis
7. Understand Cost of Capital
8. Understand Capital Structuring
9. Understand Capital Budgeting Process
10. Understand Working Capital Management
11. Understand Various sources of Finance
Course Requirements:
1. Students can approach with fresh mind
Who Should Attend?
1. Any one who wants to learn Financial Management comprehensively
2. MBA (Finance) students
3. CA / CMA / CS / CFA / CPA / CIMA

Views: 22304
CARAJACLASSES

http://www.subjectmoney.com
http://www.subjectmoney.com/articledisplay.php?title=Time%20Value%20of%20Money:%20Present%20Value%20and%20Future%20Value
What is future value?
Future value is the value that money today will be worth at some point in the future if invested for a return. For example, we have $100 today, and we invest it for 1 year at 10% interest, then in 1 year the Investment will be worth $110. In other words, the future value of $100 invest for 1 year at 10% is $110. This is because we will still own the original $100 and we also earned 10%, an additional $10. In total our $100 investment will be worth $110 in 1 year. The future value formula is shown below.
What is present value?
Present value is today's value of a future Cash Flow . For example, everyone knows that $100 today is more valuable than $100 in the future, but what about $110, $120 or even $200 in the future. How do we calculate what they are worth today?
To calculate the present value of a future cash flow we would need a few pieces of information. We need to know when to expect the cash flow, the value (future value) of the cash flow, and the Discount rate .
What is the discount rate?
The discount rate is the Opportunity Cost s that you have foregone to receive funds in the future. I know, this may sound confusing but it should eventually click. An easy way to understand the discount rate is to ask yourself this question. What kind of investment returns are available to me? If I had $100,000 today, what would the return be on my investment one year for today? Whatever that rate is would be your opportunity cost and would therefore be your discount rate. (It can be more complicated that this when comparing risk but this is a simplified lesson.)
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Views: 56335
Subjectmoney

How to calculate the required monthly savings in order to achieve a retirement income goal, using a financial calculator and the time value of money.

Views: 26373
TheWyvern66

The time value of money, commonly abbreviated as simply TVM, is the idea that money loses value over time. You may have heard the saying one dollar received today is worth more than one dollar received tomorrow. What this attempts to explain is the fact that the value of your hard earned money decreases each and every day.
As an example, lets say that that your friend asked you for $500 with the promise to repay you that same amount in twelve months. Although you may be inclined to help your friend out this wouldn't be a great financial decision. But why? You're still receiving that same $500 you loaned him or her twelve months ago. The truth is, that although the numerical value of your $500 remains unchanged, you incur several costs by not having it in your possession.
The first and probably the most obvious cost that you incur is inflation. Inflation is the increase in the price of goods and services over a period of time. Inflation generally runs at about two percent annually, although it has been quite less as of late. So if you hold your money for that period of time, what you can do with that money actually decreases.
The financial equation to determine a present value is as follows: PV equals FV divided by one plus i to the nth power. In this equation, PV is the present value of our money and what we are trying to determine. FV represents that future value of our money, which is $500 . i represents the interest rate that we intend to discount or reduce our $500 by. Generally for discounting purposes the interest rate represents what we could've received if you had the money in our possession and put it to good use. In this case, we are going to discount our money by an inflation rate of two percent to reflect its diminished value. The last bit of data we need is the number of periods or n, which will be one to reflect the number of years we are going to discount our $500 by.
The second reason that money decreases in value over time is due to opportunity costs. An opportunity cost represents what you give up by loaning the $500 to your friend. More specifically, the opportunity cost represents the next best alternative. What that is depends upon your unique situation. It could be investing in the stock market, placing the money in a savings account, or even spending it on new clothes. Unfortunately you incur an opportunity cost by giving up possession of your money.
Now as a result of both inflationary pressures and opportunity costs your $500 will be worth less in twelve months. This is why banks charge interest on loans and why consumers expect to earn some type of interest when they place their money in a bank. It's simply being compensated for the costs that they incur by not having the money in their possession at this moment in time.

Views: 6726
Alanis Business Academy

In the examples solved in this video (compiled by Andrew Rossman), P/Y & C/Y are left at their default values. That is, P/Y=C/Y =1. For examples that require changing P/Y and C/Y, please see the following playlist:
https://www.youtube.com/playlist?list=PLD3fYc0bAjC-gmXXegedT3l9mLa8YjhK5
Problems Solved:
Example 1: Laura takes a 15-year, $500 000 mortgage, on a new condo. At an interest rate of 4% (that is compounded monthly), what is the monthly payment?
Example 2:Helene is planning ahead for her daughter Paula’s college tuition. Paula begins college in 5 years and will need $80,000. How much would Helene have to invest today at 6% compounded annually to have $80,000 in 5 years?
Example 3: Josh has an investment account with $50,000. If Josh earns 6% per year and contributes $400 each month, how much will his investments be worth in 10 years?
Example 4: Steven has $25,000 in credit card debt. His credit card charges 2% in monthly interest and Steven pays $1,000 each month toward the balance. If Steven doesn’t make any further purchases, how many months will it take to fully repay his debt?
Example 5: Martin’s savings account has $25,000 today. In 5 years, the account is worth $32,000. What is the annual interest rate?

Views: 99999
Joshua Emmanuel

This Course of Financial Management is meant for the students of Delhi University pursuing B. Com either Regular or Correspondence. The course is taught by M. S. Juneja

Views: 43396
Juneja Institute

Solved various types of problem related to time value of money so that students can understand how we apply different table values in different situations.
Generally student will get the Time Value Table at the back pages of their Financial Management book. If they don't have that Table then can be downloaded from below mentioned download link.
1. How to calculate PVF, PVAF, CVF, CVAF values on calculator :
https://www.youtube.com/watch?v=cUTDq6hpais
Student can watch following lectures if not fully aware of 'Time Value of Money' :
1. https://www.youtube.com/watch?v=oeox8DLagHU
2. https://www.youtube.com/watch?v=WBOMLP7oXU4
3. https://www.youtube.com/watch?v=XNCPVqLeFi8
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Views: 25905
CA. Naresh Aggarwal

Whatsapp or Call @ 9717356614 or Visit www.cdclasses.com
Playlist for CA Inter - Financial Management and Economics for Finance
https://www.youtube.com/watch?v=JIMrax2OgKE&list=PLVBiR3HoqeAkeH5JwRmw5ghAD6JGCill-
The time value of money (TVM) is the concept that money available at the present time is worth more than the identical sum in the future due to its potential earning capacity.
1 What is the formula for time value of money
2 What is the time value of money and why is it important
3 What do you mean by value for money
4 How does money affect the time value of money
5 Time value of money example
6 Time value of money formula
7 Time value of money in financial management
8 Reasons for time value of money
9 Importance of time value of money
10 Time value of money real life examples
11 Time value of money calculation
12 Time value of money calculator
For Full Course Contact us @ 9717356614 or Visit our site www.cdclasses.com

Views: 8648
CMA. Chander Dureja

Time Value of Money - Financial Management (FM)
Time Value of Money - TVM
The time value of money means money available at the present time is worth more than the same amount in the future due to its potential earning capacity.
Basic Time Value of Money
FV = Future value of money
PV = Present value of money
i = interest rate
n = number of compounding periods per year
t = number of years
Based on these variables, the formula for TVM is:
FV = PV x (1 + (i / n)) ^ (n x t)
Few of the basic terms used in time value of money calculations are:
Present Value
When a future payment or series of payments are discounted at the given rate of interest up to the present date to reflect the time value of money, the resulting value is called present value.
Future Value
Future value is amount that is obtained by enhancing the value of a present payment or a series of payments at the given rate of interest to reflect the time value of money.
Interest
Interest is charge against use of money paid by the borrower to the lender in addition to the actual money lent.
Application of Time Value of Money Principle
There are many applications of time value of money principle. For example, we can use it to compare the worth of cash flows occurring at different times in future, to find the present worth of a series of payments to be received periodically in future, to find the required amount of current investment that must be made at a given interest rate to generate a required future cash flow, etc.
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Views: 33372
StayLearning

Views: 8964
Gagan Kapoor

Gives examples of Time Value of Money problems. Usually the most challenging aspect is figuring out which type of problem you are dealing with.

Views: 6288
c hanusa

The time value of money is a fundamental concept in finance - and it influences every financial decision you make, whether you know it or not. Learn the basics here.

Views: 75164
Investopedia

Time value of money, simple interest, compound interest, present value of 1, future value of 1, present value of ordinary annuity, present value of annuity due, future value of annuity, future value of money, cpa exam

Views: 15917
Farhat's Accounting Lectures

A detailed video covering the basic PV/FV formula, compounding and annuities.

Views: 5437
Study Now

Using Excel to solve Time Value of Money problems
Business Career College is a national financial services education provider.
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BCC Education

This video explains how to calculate the present value of an annuity. A formula is presented for calculating the present value of an annuity and an example is used to illustrate the calculations.
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Edspira

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Mark Meldrum

This video works through several problems illustrating time value of money concepts. This is part 1.

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PROFESSOR

This video introduces the HP10BII and walks through multiple examples of using the 5-key approach to solving basic Time Value of Money Examples. Includes changing periods per year, beginning vs. end of period payments, changing decimals displayed, solving for FV, PMT and rate of return.

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Kevin Bracker

This is a quick tutorial on how to use HP 10bII+. The tutorial covers how to calculate: future value, present value, annuity, and net present value (NPV).
You can find web-based practice problems at http://tinyurl.com/hp10biiplus.
I recorded this faceless tutorial as a Teaching Assistant for ACC 312 (Fundamentals of Managerial Accounting) in Spring 2014.

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Daehyun Kim

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ASWINI BAJAJ

Clicked here http://www.MBAbullshit.com/ and OMG wow! I'm SHOCKED how easy..
Exactly what is Present Value and how will you utilize the Present Value Formula? In the event that you already understand the idea of Future Value, you will be able to easily understand Present Value.
Exactly what is the "Present Value" of today's $100? It's also $100! Why? Because "present" means "today". Thus, it is $100 today (present value), and after earning interest, it may become $105 the following year (future value).
Let's say that one year ago, this money was only a little more than $95, and then it earned interest all through the year, and now it's valued at$100. Exactly which is the "Past Value" of your $100? Again, very straightforward! It is $95.
So... with regard to your $100 right now, Present Value is $100, Past Value is $95, and the Future Value is $105. However, that was quite a simple example to point out the concept.
The important challenge in school as well as actual business is learning the specific number of your Future Value, Present Value, and Past Value, using scary looking but very simple formulas.
The Present Value or Past Value Formula, simplified, resembles this:
Present Value or Past Value = (1 interest rate)^n
Where n = number of years.
Don't be alarmed. You might prefer to watch it in action in the video above and you'll see how easy it is to use it.
Just about the most confusing thing regarding the Present Value and Past Value concepts is that in many different business schools also with numerous books, Present Value and Past Value are explained almost like they're exactly the same thing. However, they are not. They are very different! Why the confusion?
Because they definitely utilize the same formula. However, the result of the formula will allow you compute either the present value or the past value, depending on how the story is told.
http://www.youtube.com/watch?v=zR3L5mLTi7s

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MBAbullshitDotCom

This is prerequisite material that we will use as we progress through the class material.

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Patricia Hatfield

FinTree website link: http://www.fintreeindia.com
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This series of the videos covers the following key areas:
- Basic of Time Value Of Money
- Discount rate, Opportunity cost
- Effective annual Rate/Yield (EAR/EAY)
- Example with different Frequencies of compounding
We love what we do, and we make awesome video lectures for CFA and FRM exams. Our Video Lectures are comprehensive, easy to understand and most importantly, fun to study with!
This Video lecture was recorded by our popular trainer for CFA, Mr. Utkarsh Jain, during one of his live CFA Level I Classes in Pune (India).

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FinTree

This video introduces the TVM Solver (5-Key Approach) to solving basic Time Value of Money problems using the TI-83 or TI-84 Calculator. Covers solving for future value of a lump sum and future value of an annuity.

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Kevin Bracker

Time value of Money, Simple and Compound interest, Business Mathematics, Principals of Finance, Managerial Finance ,Finance & Capital Market, Time value of money (introduction) - Financial Management (FM) Time value of Money, Concept explained Simple VS Compound interest.
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Govt. Janata College,
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Time Value of Money
অর্থের সময় মূল্য
Simple Interest. mij my`
Compound Interest. Pµe„w× my`
Compound Interest
FV =PV〖(1+r)〗^n
Installment / wKw¯Íi K_v _vK‡j t
PV = A/r{1-1/(1+r)^n }
FV= A/r{(1+r)^n-1}
Note: wKw¯Í / my` eQ‡i GKvwaK evi cÖ`vb Kiv n‡j cÖ‡Z¨KwU r ‡K m Øviv fvM I n ‡K m Øviv ¸b Ki‡Z n‡e|
wKw¯Í my` eQ‡ii ïiæ‡Z cÖ`vb Kiv n‡j m~‡Îi †k‡l GKUv (1+r) AwZwi³ ¸Y Ki‡Z n‡e|
GLv‡b, PV= Present Value (eZ©gvb g~j¨ / Avmj)
Fv= Future value. (fwel¨r g~j¨ / my`vmj)
r= Rate of Interest. (m~‡`i nvi)
A= Annuity (wKw¯Í)
m= Maturity Period (c~Y©Zv cÖvwßi mgq Kvj)
Find the compound interest on tk. 10,000 for 4 years at 5% per annum. What will be the simple interest in the above case?
Solutions:
here
Present value PV=10000
Rate of interest r = 5%=5/100=.05
Number of year n=4
we know,
FV =PV〖(1+r)〗^n
= 10000(1+.05)^4
=1000×1.21550625
=12,155.06
So interest= Fv-Pv = (12,155.06-10000)=2,155.06
For Simple Interest:
I=Pnr
= 10000×4×.05=Tk.2000 (Ans)
What sum of money invested at 8% per annum? Payable half- yearly for 2 years will amount to tk.1000?
Here,
Fv=1000
r=8%=8/100=0.08
m=2
n=2
PV=?
we know,
FV =PV〖(1+□(r/m))〗^nm
1000=PV (1+□((.08)/2))^(2×2)
1000=PV×1.16985856
PV×1.16985856=1000
PV=1000/(1.16985856)
PV= 854.80
Principal Amount=854.80
Find the number of year and the fraction of years in which a sum of money will treble itself at compound interest at 8% per annum.
here,
let present value or principal amount pv=100
so, future value Fv= 100×3=300
rate of interest r=8%=.08
Number of year n= ?
we know,
Fv =pv〖(1+r)〗^n
300=100〖(1+r)〗^n
100(1+r)^n=300
(1+r)^n=300/100
(1+r)^n=3
log(1+.08)^n=log3
n log1.08=log3
n=log3/(log1.08)
n=(.477121254)/(.033423755)
n=14.27 years. (Ans)
Present Value
Example:
What sum should be paid for an annuity of tk 2400 for 20 years at 4.50% compound interest per annum?
Solution:
here,
Annual installment A= 2400
Rate of interest r= 4.5%=(4.5)/100=.045
Number of year n=20
Pv=?
We know,
Pv = A/r{1-1/(1+r)^n }
= 2400/(.045) {1-1/〖(1+.045)〗^20 }
= 2400/(.045) {1-.414642859}
=53,333.33×.58535714
=31,219.05
so, present value tk. 31,219.05 . (Ans)
A loan of tk. 40,000 is to repaid in equal annual installment consisting of principal and interest due in course of 30 years. Find the amount of each installment reckoning interest at 4% per annum.
Solution:
here,
pv=40000
r=4%= 4/100=.04
n=30 years
A=?
we know,
Pv = A/r{1-1/(1+r)^n }
40000=A/(.04) {1-1/〖(1+.04)〗^30 }
40000=A/(.04) (1-.308318668)
40000=A×17.2920333
A×17.2920333=40000
A=40000/(17.2920333)
A=2,313.20
So Annual installment tk. 2,313.20 (Ans)
A man Borrows Tk.1,000 on the understanding that it is to be paid back in four equal installments at intervals of six months the first payment to be made six months after the money was borrowed . Calculate the amount of each installment reckoning compound interest at 2.5% per half year.
Solutions:
Pv= 1000
r=2.5%×2=5%=.05
m=2
n=2
A=?
we know,
Pv = A/□(r/m){1-1/(1+□(r/m))^nm }
1000=A/□((.05)/2) {1-1/(1+□((.05)/2))^(2×2) }
1000=A/(.025) {1-.905950644}
1000=A×3.761974208
A×3.761974208=1000
A=1000/(3.761974208)
A=265.82
So installment Tk.265.82 (Ans)
Future Value
Calculate the amount of future value of an annuity of tk3000 for 15 years if the rate of interest be 4.50% per annum.
Solution:
here
Annual installment A=3000
rate of interest R= 4.50%=(4.50)/100=.045
number of year n= 15
FV=?
we Know
FV= A/r{(1+r)^n-1}
= 3000/(.045) {(1+.045)^15-1}
=66,666.67(1.935282443-1)
=62,352.16
So the amount of future value tk.62,352.16
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https://www.youtube.com/watch?v=w46G5rvFR8o&t=355s
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Online Education BD

The second lecture of the Corporate Finance series is actually broken up into two sub-lectures: single and multiple cash flows. If you are going to make decisions that impact firm value, it is helpful to be able to measure value, which we do through the time value of money model. In this lecture I strive for an in-depth understanding (not memorization) of this topic beginning with single cash flow principles. In the follow-up lecture on multiple cash flows I conclude with a challenging "real world" example and suggest that if you understand this, then you truly have a solid grasp of this topic.

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Understanding Finance

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ASWINI BAJAJ

Watch this video to understand why grandpa's breakfast costed less than yours.
Time value of money is a useful concept with several applications. Learn how to look at yesterday's money for its value today.

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Money Kraft

CFA | FRM | SFM | Excel
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ASWINI BAJAJ

Learn how to calculate interests with HP 12c calculator.
The time value of money (TVM) is the concept that money available at the present time is worth more than the identical sum in the future due to its potential earning capacity. This core principle of finance holds that, provided money can earn interest, any amount of money is worth more the sooner it is received.
Learn more about Bryant's CFP Program here: http://bryantcfp.com.

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The Boston Institute of Finance

#Operations Research - OR
#Replacement Decision
I) Replacement of an item the efficiency of which deteriorates with time
Model - II: Replacement Policy for the items the running costs of which increases with time considering the time value of money constant during the life of the asset
Criteria for replacement:
An assets should be replaced in the beginning of the year in which the annual running cost exceeds the "Weighted Average Total Cost per year" of the preceding year
Where -
(i) "Weighted Average Total Cost per year" means the "The Weighted Total Cost till the year divided by the cumulative PV Factor"
(ii) "The Weighted Total Cost till the year" means the summation of the "Cumulative PV of Running Cost" and "Depreciation Cost of the year"
(iii) "Cumulative PV Running Cost" means the cumulative total of the present values of the annual running costs till the year
(iv) "Depreciation Cost" means the cost of the asset minus the resale/scrap value of the asset for the year
How to calculate Present Value?
FV = P (1 + r)^n is the formula to find the future value of a sum
So, PV = FV / (1 + r)^n
and if we take PV of Re 1, then we can have the PV Factor as
PV = 1/(1 + r)^n
If we multiply the future values of the running costs, we can have the present values of all the future running costs and then, ultimately, the Cumulative PV of running costs.
Replacement Decision - 5
Case:
A company is considering to install a machine costing overall Rs. 60,000. The Running costs are estimated to be Rs. 10,000 for the first 5 years, increasing every year by Rs. 3,000 in the sixth and subsequent years. The rate of return on all the investments of the company is 10% What is the optimal replacement period?
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Prashant Puaar

This video is valid for both 2018 & 2019 CFA exams.
Fixed error at 11:56.
This CFA exam prep video lecture covers:
Future value of a single cash flow with financial calculator
Frequency of compounding
- Multiple compounding
- Conticuous compounding
- Use of financial calculator
Stated and effective rates
Future value of a series of cash flows
- Ordinary annuity; using formula | using calculator
Practice questions
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IFT

Description

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Kaivalya School of Learning

In the video, 11.02 - Present Value Tables – Time Value of Money – Lesson 1, Roger Philipp, CPA, CGMA, explains present value of a lump sum and present value of an ordinary annuity, or annuity in arrears, how to find the present value factors in a present value table and how to apply the knowledge in calculating the present value of a bond at issuance. Future value concepts are also covered, but only briefly because present value is more relevant for the CPA Exam. Roger also breaks down how the present value of an annuity is just a summing of multiple present value of a lump sum values.
Be sure to watch video, 11.02 - Present Value Tables – Time Value of Money – Lesson 2, for the rest of Roger’s in-depth explanation of present value concepts and how they apply to bonds.
Connect with us:
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Video Transcript Sneak Peek:
Ok, we talked about present value as far as the bonds. Let's now look at this and apply it. Now, if you come back over here, we said how do you figure out the proceeds on the bond? We said face, par, million dollar face times the present value of the lump sum, 10 percent, boom. Plus, 80,000 present value of an ordinary annuity, 5 years, 10 percent, boom.
So the question is, what does this mean, where do these factors come from? Those are called present value. If you look in your notes you will see present value of an amount. That is present value of a lump sum. That's the amount you need to invest today at a certain interest rate for so many years to get back a dollar in the future.

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Roger CPA Review

View full lesson: http://ed.ted.com/lessons/what-gives-a-dollar-bill-its-value-doug-levinson
The value of money is determined by how much (or how little) of it is in circulation. But who makes that decision, and how does their choice affect the economy at large? Doug Levinson takes a trip into the United States Federal Reserve, examining how the people who work there aim to balance the value of the dollar to prevent inflation or deflation.
Lesson by Doug Levinson, animation by Qa'ed Mai.

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