Thank god i googled this and found you... I am in this class right now and my professor is TERRIBLE and not helpful at all... he literally doesn't go into detail like how you are and dumbing it down for NON- Finance Majors. THANK YOU !!!!
Hi Madam.Please help me with this problem. What can be the Market Value as of today, of an Investment Bond purchased for AED 1,000 with an Interest rate of 3% for lifetime?
Hmmmm, not sure! My "bond value" explanations are in my Ch.7 videos. For bond value calculations you need "coupon rate" (what is it equal to in your example?), "face value" (that seems to be 1,000 in your example), "time to maturity" (you're saying it's for lifetime - is that infinity? If not, then how long is lifetime?), and "yield to maturity", or the discount rate (yours is 3%). You seem to be missing a coupon rate!
@@teachmefinance9453 Hi Madam, Thanks for your response.This question was aaked to me during an interview and yeah I just copy pasted the question here.Coupo rate was not provided.
Maria bought shares of a certain company. The company, projecting a constant growth rate of dividends, offered Maria a share that promises a dividend of Php 1,250 per share at the end of the year. If Maria bought the share at a price of Php 62,500 and a required rate of return of 12%, what was the growth rate of dividends?
A dividend of Php 1,250 per share at the end of the year => D1 Maria bought the share at a price of Php 62,500 => Current price P0 = 62,500 The required rate of return formula: R = D1/P0 + g => 12% = 1250/62500 + g => g = 12℅ - 2% = 10%
Calculate the present value and after 3 year value of a share certificate if presently company paid 10 USD as dividend, dividend annual growth rate is 5 %, and annual income expectation of a share holder is 12 %. This will be solve by : PV = D0 × ( 1 + g ) / ( R - g ) . ???
Looks like there are 2 questions in this problem: (1) The Present Value of a share. That's PV=Dox(1 + g) / (R - g). Plug in Do=10, g=0.05, and R=0.12. (2) The value of a share after 3 years. The easiest way to do that is using the trick that the Price, like dividends, also grows by 5% per year. So, you can use the "Future Value" formula: Today's price (the answer from question (1)) x (1 + 0.05)^3
You have managed to break down complex material into easily digestible chunks. Excellent teaching techniques. Thanks very much !!
really I love the fact that you are smoothing the chapters , hope one day I can be one of your students
So glad i came across your page you explain things very well thank you!
Thank god i googled this and found you... I am in this class right now and my professor is TERRIBLE and not helpful at all... he literally doesn't go into detail like how you are and dumbing it down for NON- Finance Majors. THANK YOU !!!!
Superb Video Madam.You deserve more views and subscribers for your easiest way of teaching tough subjects.God Bless 🙏🙏
How about dividend paid last year, will D1 become D0 * (1+g)^2?
@@asteral2086 That's correct! If Do is LAST year's dividend, then in the numerator of the formula you'll need to use Do x (1 + g)^2.
you are the best, thank you so much
very well explained - thank you
Explanation was on point! Thank youu ❤
Ma’am how do I get in touch with you for tutoring?
Hi Madam.Please help me with this problem.
What can be the Market Value as of today, of an Investment Bond purchased for AED 1,000 with an Interest rate of 3% for lifetime?
Hmmmm, not sure! My "bond value" explanations are in my Ch.7 videos. For bond value calculations you need "coupon rate" (what is it equal to in your example?), "face value" (that seems to be 1,000 in your example), "time to maturity" (you're saying it's for lifetime - is that infinity? If not, then how long is lifetime?), and "yield to maturity", or the discount rate (yours is 3%). You seem to be missing a coupon rate!
@@teachmefinance9453 Hi Madam, Thanks for your response.This question was aaked to me during an interview and yeah I just copy pasted the question here.Coupo rate was not provided.
Maria bought shares of a certain company. The company, projecting a constant growth rate of
dividends, offered Maria a share that promises a dividend of Php 1,250 per share at the end of the
year. If Maria bought the share at a price of Php 62,500 and a required rate of return of 12%, what
was the growth rate of dividends?
14%
A dividend of Php 1,250 per share at the end of the year => D1
Maria bought the share at a price of Php 62,500 => Current price P0 = 62,500
The required rate of return formula:
R = D1/P0 + g => 12% = 1250/62500 + g => g = 12℅ - 2% = 10%
Calculate the present value and after 3 year value of a share certificate if presently company paid 10 USD as dividend, dividend annual growth rate is 5 %, and annual income expectation of a share holder is 12 %.
This will be solve by :
PV = D0 × ( 1 + g ) / ( R - g )
.
???
Looks like there are 2 questions in this problem:
(1) The Present Value of a share. That's PV=Dox(1 + g) / (R - g). Plug in Do=10, g=0.05, and R=0.12.
(2) The value of a share after 3 years. The easiest way to do that is using the trick that the Price, like dividends, also grows by 5% per year. So, you can use the "Future Value" formula: Today's price (the answer from question (1)) x (1 + 0.05)^3
Ustaad I need pdf pls 😢😢
Are you there? I got a question
So helpful thank you 🙏
Thank You So Much Mam