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AWeirdDev (JC) · GitHub
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guthib
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AWeirdDev/README.md

im awd

hi there. i use html, (react)js, css, python and rust.

  • i like cats
  • i like ambient/r&b music
  • im learning rust

discord: @awd_tw
location: new taipei city, taiwan

discovery

Prove that 6 * 9 + 6 + 9 can be applied to other numbers:

$ab + a + b = 10a + b$

$ab + a = 10a$

$ab = 9a$

Since $a$ is the second digit, $a > 0$, therefore:

$b = 9$

It is confirmed that any number that:

  1. Is a two-digit
  2. $a$ is any number

You can do the same thing just like 6 * 9 + 6 + 9.

Example:

$$ 3*9+3+9=39 $$

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