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Model exponential growth or decay for any initial value, rate, and time using continuous or discrete formulas.
Calculate the remaining amount of a radioactive substance after a given time using its half-life.
Model the minuscule chance that our universe transitions to a lower-energy vacuum state within a specified region and time.
Approximate how long a satellite will remain in low Earth orbit before atmospheric drag causes it to re-enter using a simplified ballistic coefficient model.
Estimate annual and cumulative methane generation from landfilled waste using a first-order decay approach.
Estimate brightness decay, half-life, and luminous energy for glow-in-the-dark coatings using exponential afterglow models.