Problem 44478. Exponential decay

Created by Thomas Steffen in Community

Many dynamic processes can be approximated as an exponential decay. This applies to radioactive decay, some chemical reactions, ageing of LEDs etc. See for more background.

Assume that the process starts with a normalised value of x(0) = 1, and it follows the following decay law:

x'(t) = - x(t) / tau

where x'(t) is the first derivative of x(t), and time constant tau is 2.

Write a function that returns the value x for a given input t. It should be able to deal with a vector input.

Solution Stats

66.67% Correct | 33.33% Incorrect
Last solution submitted on Jan 05, 2018

Problem Comments

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