Zeno — S = Σ (½)ⁿ = 1, but no finite step reaches 1Tap to zoom

Zeno

S = Σ (½)ⁿ = 1, but no finite step reaches 1

Zeno's dichotomy — the sum converges to 1, but each step only covers half the remaining distance.

Always halving the distance, never arriving

Part of: LONGING

Digital Download

High-resolution PDF, 300 DPI, print-ready

How to print

More from LONGING

Harmonic Decay — f(t) = A₀ · cos(ωt) · e^{-γt}

Harmonic Decay

f(t) = A₀ · cos(ωt) · e^{-γt}

Magnetic — F = μ₀m₁m₂/(4πr²)

Magnetic

F = μ₀m₁m₂/(4πr²)

Tantalus — lim_{x→a} f(x) = L, f(a) undefined

Tantalus

lim_{x→a} f(x) = L, f(a) undefined

Vanishing — x' = x·f/(f+d), y' = y·f/(f+d)

Vanishing

x' = x·f/(f+d), y' = y·f/(f+d)