Click on the link to watch Applications of e.
Find the applications that use mentioned in the video.
Select all that apply.
A. Force of Gravity on a Bridge
B. Human Population Growth
C. Growth of a nautilus shell
D. Radioactive Decay
E. None of the above

The number , approximately equal to 2.718, is often referred to as Euler’s number and pops up in various applications you’ve likely encountered without realizing it! From finance to natural sciences, it’s pivotal for modeling growth processes such as human population increase and the decay of radioactive substances, both of which follow exponential growth or decay patterns.

When it comes to the nautilus shell, the spiral growth can also be explained by the principles of and logarithmic spirals. However, the force of gravity on a bridge involves different mathematical principles, typically relating to static equilibrium and load distribution. So, buckle up; those fascinating connections between math and the real world are everywhere!