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Here's the second problem inspired by Igor Tigerrr Geometerrr 's post, an extension into 3D.
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Solutions are posted for the April Calendar of Problems! Stay tuned for May calendar later this week...
Also share any of your #ProblemSolving thinking here or on the post!
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Thus, for EVERY prime p > 3, either p-1 or p+1 must be divisible by 6.
How often? ALL THE TIME.
That was fun! Please share how you thought about it. And check out January Calendar of problems for more #ProblemSolving
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New blog post! March Calendar Problems.
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Solutions now posted for February Calendar problems!
Stay tuned for March Calendar coming soon...
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karendcampe.wordpress.com/2024/02/01/febβ¦
The book offers 101 mathematical gems, some of which may require a modicum of high school mathematics and others, just a desire to carefully apply oneself to the ideas. 20% off | Promo Code: MTH23 doi.org/10.1142/12594 #RECREATIONALMATH #FUNMATH #MATHLEARNING #MATHHISTORY
Igor Tigerrr Geometerrr Fifth problem inspired by Igor Tigerrr Geometerrr 's post, if we start with the tetrahedra where they are in the last problem, but adjust the height so that they are barely touching, find this height in terms of the cube's side length.
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Igor Tigerrr Geometerrr Third problem inspired by Igor Tigerrr Geometerrr 's post, using the same setup as yesterday's problem, the orange pyramid can move around a bit and have an overlapping area with the blue pyramid. Find the maximum area of that overlap.
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