Ingap.dev - A Personal Dev Blog

If the only tool you have is a hammer, it is tempting to treat everything as if it were a nail. (Abraham Maslow)

Here you will find all finanical calculators on the same page.

Fair price calculator

Result

Assuming a market size of 10000 millions $ if the market grows by 20% and the company's market share grows by 15% ( starting from a current market share of 8% ), with a gross margin of 30% , a net income being 10% of the gross profit, a payout ratio of 25% and a total of 100 millions shares, the expected dividend per share equals 0.08 $. Therefore, if your fair target dividend yield is 6 % you should buy the stock at 1.38 $.

Fair price

1.38 $

Net Return Calculator

Result

If you invest now 10000 $ with an average annual dividend yield of 3% in a stock paid 10 $ and sold at 12 $ kept 5 years considering taxes on dividends of 26 % and a capital gain taxes of 26% , the average annual net return on investment is 5.18 % ( corresponding to a compound annual growth rate of 4.71 %), which increases your capital by 2590 $ to 12590 $.

CAGR

4.71%

Gain

2590 $

Maturity Value

12590 $

Sell Price Calculator

Result

If you've already invested with an expected long-term average annual return of 5% taxed 26 % in an asset paid 10 $ and you want to re-invest your capital with a target return of 3% taxed 26 % , considering capital gain taxes of 26% you should sell your current asset at a price greater than 19.01 $ (being all other conditions the same).

Sell Price

> 19.01 $

Bond's Net Return
Calculator

Result

If you invest now 10000 $ with a coupon rate of 3% in a bond paid at a face value of 100 and sold at 103 on 30 November 2027 considering income taxes of 26% and a capital gain taxes of 26% , the net final gain would be
887 $(~2.87% CAGR)
if you didn't miss any of the full annual payments,
832 $ (~ 2.7% CAGR)
if you missed a quarter (25%) of the full annual payments,
776 $ (~ 2.52% CAGR)
if you missed half (50%) of the full annual payments,
721 $ (~ 2.34% CAGR)
if you missed 75% of the full annual payments.