Which mathematical pricing strategy leverages the Golden Ratio (1.618...) to create price points designed to appear more aesthetically pleasing to consumers?

The world of retail pricing is increasingly using mathematical principles to optimize consumer psychology and maximize profits. One fascinating intersection is how mathematical concepts like the Golden Ratio (approximately 1.618) have been incorporated into modern pricing strategies. Test your knowledge about this innovative application of mathematics in retail pricing psychology!

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Fibonacci Pricing - Setting prices using adjacent numbers in the Fibonacci sequence to create visually harmonious price points
Pi-Point Pricing - Using multiples of π (3.14...) to create seemingly random but mathematically significant price points
Euclidean Pricing - Setting prices based on the geometric mean of competitor prices to achieve market equilibrium
Quantum Pricing - Establishing multiple potential price points simultaneously until customer interaction collapses to a final value