Solve a MAth / statistic riddle fro me.
Budget: $10 – $30 USD
We are playing a game of coin toss. Assuming the coin will always land on the other side it was on the last toss.The rate of the coin dropping on either side is exactly 50%, so the coin will never be on the corner ect...
We have following variables:
Initial Point gain: 10 Points
Initial Efficiency: 100%
Efficiency loss per coin toss: 0.4%
Efficiency regain per 24h: 25%
Point gain increase per toss on heads: 1%
Every time the coin dropps on HEADS we get a value of 10 points, PLUS on the next toss on heads we will get 1% more points.
The amount of points we get paid from this value is based on the efficiency, which is initially 100%.
For every coin toss we make, no matter if its heads of tails, we will lose 0.4% efficiency.
The Efficiency slowly recharges at a rate of 25% per 24h.
What is the best strategy to get the most points? Toss as many coins as possible every day until 0% efficiency or toss a specified amount of times per day until 80%?
The point gainincrease will not reset ever when started playing.
We have following variables:
Initial Point gain: 10 Points
Initial Efficiency: 100%
Efficiency loss per coin toss: 0.4%
Efficiency regain per 24h: 25%
Point gain increase per toss on heads: 1%
Every time the coin dropps on HEADS we get a value of 10 points, PLUS on the next toss on heads we will get 1% more points.
The amount of points we get paid from this value is based on the efficiency, which is initially 100%.
For every coin toss we make, no matter if its heads of tails, we will lose 0.4% efficiency.
The Efficiency slowly recharges at a rate of 25% per 24h.
What is the best strategy to get the most points? Toss as many coins as possible every day until 0% efficiency or toss a specified amount of times per day until 80%?
The point gainincrease will not reset ever when started playing.