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- Šmykľavka: 1
- I think I got this! if they follow this path we will do it!
- \[+ \sqrt{ (k + a^2)^2 (k + c^2) }\left(- \arcsin \left( \sqrt{ \frac{a^2 - c^2}{k + a^2} } \right)\sqrt{ \frac{a^2 - c^2}{k + a^2} } + \sqrt{a^2 - c^2}\cdot \frac{a^2 - c^2}{k + a^2}\cdot \frac{(a^2 - c^2)(k + c^2)}{(k + a^2)^2}\right)^2 \]
- A lot of people did not believe in her, but she always tried her best, hard to find the way to get that spacheship in orbit.
- Šmykľavka: 2
- Where is the person who did this? This might work! It looks great but, where is the person sitting on this desk?
- She went to the bathroom outside , because she cant use the bathrooms in here
- \[ c^2}{k + a^2} } \right)\sqrt{ \frac{a^2 - c^2}{k + a^2} } + \sqrt{a^2 - c^2}\cdot \frac{a^2 - c^2}{k + a^2}\cdot \frac{(a^2 - c^2)(k + c^2)}{(k + a^2)^2}\right)^2 \]
- What do you mean? I need her now! And from now on, bathrooms are for everyone, we cant waste time!
- Mr Smith was impressed with katherine's calculations and he decided to make her his assitant so she could work close to him, he knew she was special
- Šmykľavka: 3
- Im sorry Mr Smith, I had to use the restroom outside.
- \[ c^2}{k + a^2} } \right)\sqrt{ \frac{a^2 - c^2}{k + a^2} } + \sqrt{a^2 - c^2}\cdot \frac{a^2 - c^2}{k + a^2}\cdot \frac{(a^2 - c^2)(k + c^2)}{(k + a^2)^2}\right)^2 \]
- Katherine, from now on you will be working direclty with me and if you are taking us to space, use whichever brathroom you like!
- That is how Katherine became known as the woman who helped us get to space.
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