Jul 3
I need to get 10^2 times better at math next year
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I need to get 10^2 times better at math next year
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Take a 4 digit number with at least 2 different digits. Example being 5387.
Arrange the number is ascending order, then subtract the acsending order from the original number.
5387 - 3578 ββ=β1,809
Arrange the results in ascending AND descending order, then subtract ascending from descending and keep doing that.
9810 - 189 ββ=β9,621
9621 - 1269 ββ=β8,352
8532 - 2358 ββ=β6,174
Repeating the process will always somehow reach 6174 in about 7-8 steps or less
Original # - Number in ascending numeric order = resulting #
THEN resulting # in descending numeric order - resulting # in ascending numeric order
9367 - 3679 ββ=β5,688
8865 - 5688 ββ=β3,177
7731 - 1377 ββ=β6,354
6543 - 3456 ββ=β3,087
8730 - 378 ββ=β8,352
8532 - 2358 ββ=β6,174
6294 - 2469 ββ=β3,825
8532 - 2358 ββ=β6,174
3825 - 2358 ββ=β1,467
7641 - 1467 ββ=β6,174
8364 - 3468 ββ=β4,896
9864 - 4689 ββ=β5,175
7551 - 1557 ββ=β5,994
9954 - 4599 ββ=β5,355
5553 - 3555 ββ=β1,998
9981 - 1899 ββ=β8,082
8820 - 288 ββ=β8,532
8532 - 2358 ββ=β6,174
What if I tried to memorize every sine, cosine, and tangent of numbers 1-100
I love numbers I love math I love theorems I love rules
Anya is live and ready to show you everything. Watch her strip, dance, and perform exclusive shows just for you. Interact in real-time and make your fantasies come true.
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Exponential equations r my favorite