Waar zit de onderbouwing volgens jou? Zolang jij het verschil niet snapt tussen slow en fast movers, heeft het inderdaad geen zin. Kom jij maar eens met een weerwoord, want je reageert inhoudelijk nergens op, behalve "ik heb gelijk", terwijl je geen enkel argument kunt weerleggen....
Laten we de cijfers dan maar meer in de werkelijkheid plaatsen:
1. Olive Young sells only one type of product.
2. Olive Young arranges this product in a single line on the shelves.
3. D = Total number of products sold per year = 100.
4. q = Number of products ordered in one go to restock Olive Young = 10.
5. q/D = represents how many years (e.g., 0.1 years) it takes for Olive Young’s stock to completely sell out.
6. k = number of products in one row on the shelf (vertically, not horizontally).
Based on the assumptions above, we can calculate how long, on average, the unsold products sitting at the back stay on the shelf with this formula:
( (k-1)/2 ) * (q/D)
Oh, didn’t quite get that? Then copy and paste this into ChatGPT and ask for a detailed explanation (I’ll skip the detailed explanation here).
Now, how is this formula related to why you’re not getting matches on dating apps? Magic, start!
Let’s substitute the variables like this:
1. On a dating app like Tinder, men are “lined up” (you can only swipe on the first guy in the row at a time).
2. D = The number of matches a woman can talk to in a week = 20 (it is 5-10 active conversations per day in the US, we round it to 20 per week).
3. q = The number of new matches a woman gets each week = 2.75 per day (
https://thebolditalic.com...ds-of-tinder-f1c34e800db4), 19.25 per week.(The matches is for most women even higher, see also
https://www.reddit.com/r/...nder_matches_do_you_have/
4. k = The number of people she can maintain a conversation with at one time.)
From this, we can deduce the following:
1 (k-1)/2 = 19.25/2 = 9.625 men who got matched this week but can’t start a conversation.
Out of the 19.255 men matched with the woman, an average of 9.625 are stuck in a waiting state. In other words, even if you manage to beat the odds and get a match, there’s a 50% chance you won’t even get to say a word!
2. q/D = 19.25/20= 1 weeks of waiting, even if you get matched.
If you match with the woman next week, it will take around 4 weeks for her to go through her current matches and finally talk to you.
3. 1 X 0.5= 0.5 men are constantly waiting without being able to chat.