cours/daily/2022-08-11.md
oscar.plaisant@icloud.com a2ee0fa5ca from github to this gitea
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2022-08-11

Todo

  • spaced repetition
  • kung-fu
  • #task exercices evelyne 2022-08-11
    • simplifier :
      • #task y=\arg\sh(2x \sqrt{1+x^{2}}) 2022-08-11
      • #task y=\arg\th\left(\dfrac{x^{2}-1}{x^{2}+1}\right) 2022-08-11
    • #task on pose t = \arctan(\sh x) 2022-08-22
      • établir les relations :
        • \tan t = \sh x
        • \dfrac{1}{\cos t} = \ch(x)
        • \sin t = \th(x)
      • montrer que x = \ln\left(\tan\left(\dfrac{t}{2}+\dfrac{\pi}{4}\right)\right)

I did

[!todo] tasks done today

done 2022-08-11
short mode

I am g. atefull to