Drug Price Calculation: Difference between revisions

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<math display="block">P_{total}=N\times I_{Inflation}\times \left(  M_{ItemPrice}+\sum_{i=1}^{n}\left[(a+b\times e^{L_{i}}+\frac{t_{i}}{20}\cdot c)\cdot f_{i}\right] \right)</math>
<math display="block">P_{total}=N\times I_{Inflation}\times \left(  M_{ItemPrice}+\sum_{i=1}^{n}\left[(a+b\times e^{L_{i}}+\frac{t_{i}}{20}\cdot c)\cdot f_{i}\right] \right)</math>


* N = Number of items
<blockquote>After inserting the general values it may look like this (retrieved on November 26, 2025):</blockquote><math display="block">P_{total}=N\times I_{Inflation}\times \left( M_{ItemPrice}+\sum_{i=1}^{n}\left[(500+10e^{L_{i}}+\frac{t_{i}}{20}\cdot 1)\cdot f_{i}\right] \right)</math>
* <math>N</math> = Number of items
* I_{Inflation} = The Inflation Factor (Stays at 1.0 for now)
* I_{Inflation} = The Inflation Factor (Stays at 1.0 for now)
* M_{ItemPrice} = Item Price in the Shop
* M_{ItemPrice} = Item Price in the Shop
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* b = <code>AMPLIFIER_MULTIPLIER</code>
* b = <code>AMPLIFIER_MULTIPLIER</code>
* c = <code>DURATION_MULTIPLIER</code>
* c = <code>DURATION_MULTIPLIER</code>
<blockquote>After inserting the general values it may look like this (retrieved on November 26, 2025):</blockquote><math display="block">P_{total}=N\times I_{Inflation}\times \left( M_{ItemPrice}+\sum_{i=1}^{n}\left[(500+10e^{L_{i}}+\frac{t_{i}}{20}\cdot 1)\cdot f_{i}\right] \right)</math>