Calculate the selling price to obtain a given gain
| @@B@@ | ||
| @@F@@ | % | |
| @@T@@ | % |
| @@G@@ | @@S@@ | @@S'@@ | @@S''@@ | ||
|---|---|---|---|---|---|
| % | = | ||||
Selling price @@S@@ to obtain gains of @@G@@%
if there is no selling fees and no gains tax:
@@S - B = \frac{G}{100} B \iff S = B \left(\frac{G}{100} + 1\right)@@
@@S - B = \frac{G}{100} B \iff S = B \left(\frac{G}{100} + 1\right)@@
Selling price @@S'@@ to obtain gains of @@G@@%
if there is @@F@@% selling fees, but no gains tax:
@@\left(S' \frac{100\,-\,F}{100} - B\right) = \frac{G}{100} B \iff S' = B \frac{100\,+\,G}{100\,-\,F}@@
@@\left(S' \frac{100\,-\,F}{100} - B\right) = \frac{G}{100} B \iff S' = B \frac{100\,+\,G}{100\,-\,F}@@
Selling price @@S''@@ to obtain gains of @@G@@%
if there is @@F@@% selling fees and @@T@@% gains tax:
@@\left(S'' \frac{100\,-\,F}{100} - B\right) \frac{100\,-\,T}{100} = \frac{G}{100} B \iff S'' = B \frac{100}{100\,-\,F} \left(\frac{G}{100\,-\,T} + 1\right)@@
@@\left(S'' \frac{100\,-\,F}{100} - B\right) \frac{100\,-\,T}{100} = \frac{G}{100} B \iff S'' = B \frac{100}{100\,-\,F} \left(\frac{G}{100\,-\,T} + 1\right)@@
Links
- 🔗 Link to this application, with current values:
- The JavaScript file used by this application: buy-sell.js
- Other online applications: APR – APY conversion, Compound Interests Sequence Prediction, Interests