Difference between revisions of "The Fundamental Theorem of ncst"
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The Fundamental Theorem of ncst states the following: | The Fundamental Theorem of ncst states the following: | ||
| − | ncst is awesome. | + | ncst is awesome. 🤯 |
Proof: | Proof: | ||
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Assume, for contradiction, that ncst is not awesome. | Assume, for contradiction, that ncst is not awesome. | ||
| − | That is absurd. Therefore, ncst is awesome. | + | That is absurd and obviously wrong. Therefore, ncst is awesome. |
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| + | Sidenote: This theorem is an axiom and memorizing this will help you later in life. | ||
Latest revision as of 16:27, 2 May 2018
The Fundamental Theorem of ncst states the following:
ncst is awesome. 🤯
Proof:
Assume, for contradiction, that ncst is not awesome.
That is absurd and obviously wrong. Therefore, ncst is awesome.
Sidenote: This theorem is an axiom and memorizing this will help you later in life.
