diff --git a/Trigonometry/.ipynb_checkpoints/Easy_Way_to_Memorize_Unit_Circle-checkpoint.ipynb b/Trigonometry/.ipynb_checkpoints/Easy_Way_to_Memorize_Unit_Circle-checkpoint.ipynb index 23d4a5d..84bf912 100644 --- a/Trigonometry/.ipynb_checkpoints/Easy_Way_to_Memorize_Unit_Circle-checkpoint.ipynb +++ b/Trigonometry/.ipynb_checkpoints/Easy_Way_to_Memorize_Unit_Circle-checkpoint.ipynb @@ -10,6 +10,8 @@ "\n", "
All you have to remember is: $0, 1, 2, 3, \\text{ and } 4$ and $\\frac{\\sqrt{x}}{2}$.
\n", "\n", + "Credit and gratitude for this technique must be given to Eli Hibit ([@pwnphysics](https://twitter.com/pwnphysics)), who described it on his podcast, [PWN Physics](http://t.co/NPRzrTzIfD).\n", + "\n", "---" ] }, diff --git a/Trigonometry/Easy_Way_to_Memorize_Unit_Circle.ipynb b/Trigonometry/Easy_Way_to_Memorize_Unit_Circle.ipynb index 23d4a5d..84bf912 100644 --- a/Trigonometry/Easy_Way_to_Memorize_Unit_Circle.ipynb +++ b/Trigonometry/Easy_Way_to_Memorize_Unit_Circle.ipynb @@ -10,6 +10,8 @@ "\n", "All you have to remember is: $0, 1, 2, 3, \\text{ and } 4$ and $\\frac{\\sqrt{x}}{2}$.
\n", "\n", + "Credit and gratitude for this technique must be given to Eli Hibit ([@pwnphysics](https://twitter.com/pwnphysics)), who described it on his podcast, [PWN Physics](http://t.co/NPRzrTzIfD).\n", + "\n", "---" ] },