Do you look at logarithms and think "how the ƒµçk am I supposed to do this"? Look no further, because I am here to spread word of the [b]Triangle of Power[/b]. The Triangle of Power, named after its shape and purpose of representing exponents and related operations, allows you to easily visualize how exponents, roots, and logarithms are related! Normally, the three operations are written via position, a symbol, and a word respectively. This is stupid, because it takes 3 equations that say the same thing, and make them look completely different from one another. By using the Triangle of Power, you can much more easily visualize these sorts of equations by organizing them on a triangle. What's more, the locations of the terms on the triangle corresponds to their locations in each equation! Here's 2^3 = 8 represented on the power triangle. https://i.stack.imgur.com/TwIZQ.png . It's the exact same as what would be created by the equations 2 = 3√8 and 3 = log (2, 8). (Imagine the "3 =" on the line above the other half of the equation). Here are some properties expressed in Triangle of Power form: https://i.stack.imgur.com/yqT1g.png And here's the video that I learned this from: https://www.youtube.com/watch?v=sULa9Lc4pck