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Dr. Steven Stelk
Приєднався 25 лип 2016
Videos for Dr. Stelk's finance courses
Відео
Example 9.4.1. Ranking projects based on PI
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Example 9.4.1. Ranking projects based on PI - choosing among multiple positive NPV projects when capital is constrained
Example 9.3.5. IRR and delayed investment
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Example 9.3.5. IRR and delayed investment
Example 9.3.2 Calculate the IRR of a one-year project
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Calculate the IRR of a one-year project
Example 9.3.1 Calculate the NPV of a one-year project
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Calculate the net present value (NPV) of a one-year project
Example 9.3.3 Find the NPV and IRR of a multiyear project
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Find the NPV and IRR of a multiyear project
Example 9.2.1 Calculating a firm's WACC
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Example 9.2.1 Calculating a firm's WACC
FIN 300 Chapter 3 Lecture (corrected) - Time Value of Money (TVM) Introduction 9/1/21
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FIN 300 Chapter 3 Lecture (corrected) - Time Value of Money (TVM) Introduction 9/1/21
Example 3.6. How long for a lump sum to double (calculation and the rule of 72)?
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The financial calculator solution begins at 4:17.
Example 3.5. Rate of return of a lump sum
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The financial calculator solution begins at 4:20.
Example 3.4. Present value of a lump sum
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Example 3.4. Present value of a lump sum
Example 3.3. Future value of a lump sum
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Example 3.3. Future value of a lump sum
Example 3.2. Value calculation - converting to common units with time value of money
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Example 3.2. Value calculation - converting to common units with time value of money
Example 3.1. Value calculation - converting to common units
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Example 3.1. Value calculation - converting to common units
Example 8.4.4. Total return, dividend yield, and capital gains
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Example 8.4.4. Total return, dividend yield, and capital gains
Example 8.4.3. Use the CAPM to find intrinsic value and compare it to current price
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Example 8.4.3. Use the CAPM to find intrinsic value and compare it to current price
Example 8.4.2. Compare a stock’s expected and required return to make a purchase decision.
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Example 8.4.2. Compare a stock’s expected and required return to make a purchase decision.
Example 8.4.1. Find a stock’s expected return given the current price and expected future cash flows
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Example 8.4.1. Find a stock’s expected return given the current price and expected future cash flows
Example 8.3.3. Find the intrinsic value of a stock with variable dividends (DDM)
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Example 8.3.3. Find the intrinsic value of a stock with variable dividends (DDM)
Example 8.3.2. Find the intrinsic value of a stock with a constantly growing dividend (DDM)
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Example 8.3.2. Find the intrinsic value of a stock with a constantly growing dividend (DDM)
Example 8.3.1. Find the intrinsic value of a preferred share of stock (DDM)
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Example 8.3.1. Find the intrinsic value of a preferred share of stock (DDM)
Example 7.4.4. The expected return and beta of a portfolio
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Example 7.4.4. The expected return and beta of a portfolio
Example 7.4.2. Compare a stock’s required return to its expected return CAPM
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Example 7.4.2. Compare a stock’s required return to its expected return CAPM
Example 7.4.1. Diversification, Beta, the Capital Asset Pricing Model CAPM, and Example 7.4.1
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Example 7.4.1. Diversification, Beta, the Capital Asset Pricing Model CAPM, and Example 7.4.1
Example 7.2.1 and 7.2.2. Average return, standard deviation, and realized return
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Example 7.2.1 and 7.2.2. Average return, standard deviation, and realized return
Example 6.7.1. Bond price changes over time
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Example 6.7.1. Bond price changes over time
Example 6.6.1. Rate of return on a bond investment
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Example 6.6.1. Rate of return on a bond investment
what's the title of the textbook that you are using
Hi, so how do you find the 2nd IRR?
To solve this using a financial calculator, we can do a four step approach. Step 01 : Find the adjusted interest rate (1 + rate of return / 1 + rate of growth) - 1 = 1.07/1.03 - 1 = .03883495 Multiply that by 100 to get the interest rate in the format that the calculator will accept, i.e, .03883495 x 100 = 3.883495% Enter this as I (interest) in the calculator. Step 02 : Enter TVM variables PMT = 80,000 N = 36 Step 03: Calculate for PV. I get -1,537,373.637 Step 04 : Divide it using the growth rate factor -1,537,373.637 / 1.03 = -1,492,595.764
Truly helpful! Thank You!
thank you for this windows xp experience in 2024
I got through the CF method too, its all same, just when we press the nvp we need to use down arrow key once after the interest and that shows NFV and just click compute. Thanks a lot Dr. Steven for uploading these vedios.
What happens when g=r??
Thank you Steven . so easy to understand when you explain.
Thank you so much , your explanation is easy to understand.
Thank you Dr.Steven , your videos are helpful
for dividend yield that will 50 not 51
You are correct. The dividend yield should be $5/$50 = 10%, capital gains is $1/$50 = 2%, and total return is 12%. The text has been updated, but I still need to remake this video. Thank you for pointing out the error!
Great videos! Thank you for making them available to everyone. Is there any book that has all these example problems? I would like to try or practice them before watching these videos for a solution.
There is, though it is only available as an eText: www.greatriverlearning.com/product-details/2015
Bad audio.
The audio is very quiet on this video. try this updated version: ua-cam.com/video/TiJA3rpS0xg/v-deo.html
liked and subbed
hi Dr. Steven, I thank you very much for your contribution through your excellent videos. I need your help if you could kindly please share your cheat sheet, because I got some finance classes, I am not able to find those formulas as you set up with drawings and steps... I thank you in advance...
Please sir I don't get why you added div at period 2 to growth to infinity at period 3, because I see them both as separate cash flows Also growth to infinity at period 3 has already been disconnected why discount it further at time 2. Please explain
Needed this refresher. Thanks sir!
Thank you for the videos Professor, can you please share the cheat sheet.
Happily. You can reach out to stelkphd@gmail.com and I can share the cheat sheet and formulas.
Hi dear Thank you and hope you are well. For your kind information, I am visiting your UA-cam channel and found lots of work space that means it needs to be updated perfectly. If you update these all areas then you can see a good result day to day. I am a digital marketer and social media expert. If you want I can help you to update it because till now I have completed lots of orders with success. For easy understanding please see the attached picture.
Hello professor, where can I find your cheat sheet?
Happily. You can reach out to stelkphd@gmail.com and I can share the cheat sheet and formulas.
Well explained sir💖
Hi, I found the cheat sheet very useful. Would you sent me a copy of the cheat sheets?
I am just seeing this. I am happy to share the cheat sheet. Here is a link to the cash flow type cheat sheet: docs.google.com/document/d/1VkBnyd393YuO-yYI-PmSPi7fTgF-W0oA/edit?usp=sharing&ouid=108477673381277076686&rtpof=true&sd=true Here is a link to the formula sheet referenced in the video as well: docs.google.com/document/d/1UAFwtNI6Fka1234TIinFiY35Lr5LWNQr/edit?usp=sharing&ouid=108477673381277076686&rtpof=true&sd=true
@@dr.stevenstelk4772 Thank you
can i get the cheat sheet
Happily. You can reach out to stelkphd@gmail.com and I can share the cheat sheet and formulas.
can i find these formula sheets anywhere?
Happily. You can reach out to stelkphd@gmail.com and I can share the cheat sheet and formulas.
@@dr.stevenstelk4772 Can you lease share with me the cheat sheet and formulas. I just sent you an email.
what is the corpus created if you increase SIP by 5% per year? can u solve such problem using Ba2?
This is just what I was actually hoping for. Great and simple explanation. Thanks.
you're the first person that has explained perpetuities in a way i could grasp. Thank you!
what does this have to do with diversification?
We can see how risk, as measured by standard deviation, changes as we combine assets with different levels of correlation. The risk reduction from these combinations is diversification.
This is great, thank you - Jeevan!
Millions thanks!
nice tip about FV always being 1000, helped a lot
How do you calculate payment
It depends on what information you are given. If you are given the coupon rate, then the payment = [coupon rate (as a decimal)/number of payments per year] x face value. For example, suppose you have an 8% semi-annual bond with a face value of $1,000. Semi-annual means that the bond makes two payments per year. The payment is then (0.08/2) x $1,000 = $40.
How do you do this without a financial calculator?