There are infinite ways to inscribe a n-point star on a circle (it can be as thin or as fat as we want). https://www.123rf.com/photo_75546125_stock-vector-set-of-four-golden-six-point-stars-.html The problem should be more specific about its dimensions.
I was able to solve the 1st and 3rd problem of this type using the same solution, but had to use a different one for this one. https://mathworld.wolfram.com/Hexagram.html (the problem is actually refering to a regular hexagram.)
Poker Series 02: isQuads
"Look and say" sequence
Cody Matlab Version
Circular Primes (based on Project Euler, problem 35)
An n-sided regular polygon is drawn within a circle whose radius is 'r', what will be the area of the polygon?
Can the knight take out the pawn?
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