Hello everyone. I'm going to be running a maths club when I go back to college (in September), so has anyone got any suggestions for interesting (but, not overly complicated) maths topics that I could cover? Any ideas would be great, thanks :)
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It is a great expirience open a math club in your school, congrats! I won't recomend you a certain topic because all topics could be interesting. Instead of I suggest search beauty problems which impulse them developing creativity. Also try to show them surprising solutions in order to keep them interested and without boring.
Some topics are:
-Pascal triangle and Newton's binom
-Polynoms
-Vieta's formulas
-Medians
-Constructions(geometry)
-Clever manipulations (algebra)
-Counting of two ways
-Coloring on boards
-Game strategies (tic-tac-toc, timbiriche, four in a row)
Anything in particular. I am currently thinking of doing complex numbers with geometry, fractals, Gabriel's Horn, proof of the Fundamental Theorem of calculus etc...
Gabriel's horn is very interesting but a little complex.I would choose complex numbers with geometry and proving fundamental theorem of calculus at first but take more complex topics later
Easy Math Editor
This discussion board is a place to discuss our Daily Challenges and the math and science related to those challenges. Explanations are more than just a solution — they should explain the steps and thinking strategies that you used to obtain the solution. Comments should further the discussion of math and science.
When posting on Brilliant:
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or_italics_
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to ensure proper formatting.2 \times 3
2^{34}
a_{i-1}
\frac{2}{3}
\sqrt{2}
\sum_{i=1}^3
\sin \theta
\boxed{123}
Comments
It is a great expirience open a math club in your school, congrats! I won't recomend you a certain topic because all topics could be interesting. Instead of I suggest search beauty problems which impulse them developing creativity. Also try to show them surprising solutions in order to keep them interested and without boring.
Some topics are: -Pascal triangle and Newton's binom -Polynoms -Vieta's formulas -Medians -Constructions(geometry) -Clever manipulations (algebra) -Counting of two ways -Coloring on boards -Game strategies (tic-tac-toc, timbiriche, four in a row)
Calculus and geometry
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Anything in particular. I am currently thinking of doing complex numbers with geometry, fractals, Gabriel's Horn, proof of the Fundamental Theorem of calculus etc...
Gabriel's horn is very interesting but a little complex.I would choose complex numbers with geometry and proving fundamental theorem of calculus at first but take more complex topics later
How about the topic covered by this note?
Constructible Regular Polygons
It's a great tie-in for a wide range of subjects in mathematics, including Galois Theory. You mentioned "complex numbers with geometry", right?