First, we need to calculate how many trophies will be deducted after each season reset.
33% of (23195 - 10000) = 43.98 ≈ 44 trophies
Since the number of trophies taxed is always rounded up, we will assume that 44 trophies will be deducted after each season reset.
Let x be the number of season resets it takes to reach 10000 trophies.
Starting with 23195 trophies, the number of trophies remaining after x season resets can be expressed as:
23195 - (x * 44)
We want to find the value of x when the number of trophies remaining is equal to 10000:
23195 - (x * 44) = 10000
Simplifying,
x = (23195 - 10000) / 44
x = 348.07 ≈ 349
Therefore, it will take approximately 349 season resets for 23195 trophies to become 10000.
Again, I have 23195 trophies. A season reset occurs 4 times per year or about every 90 days. A season reset deducts 33% of your trophies over 10000. Trophies 10000 and under cannot be taxed or accounted for. Additionally, the amount of trophies taxed is always a whole number, and is always rounded up. For example, if I had 10001 trophies, I would be taxed 1 trophy after 1 season reset. After how many season resets, will be 23195 trophies become 10000? What expression can I use to solve?
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