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Displaying 1031 - 1040 of 1212
Two visual proofs of some exponential inequalities are presented.
Given any positive integer \(n\), find polynomial curves that have exactly \(n\) tangent lines which intersect the curve exactly once.
Solving Pell Equations using Fibonacci-like sequences
In the game of tennis, if the probability that player \(A\) wins a point against player \(B\) is a constant value \(p\), then the probability that \(A\) will win a game from deuce is \(p^2/(1 - 2p...
Solving an expected value problem without using geometric series
Another approach to trisecting any acute angle
Generalized examples of a sphere and a circumscribing cylinder, which can also be used to calculate the surface area of a sphere.
Describing Pythagorean Triples with one square side and a triangular side. Their number is infinite.