feed-o-math

Here we are back with the finale of GIF effect.

Here we are back again with GIF (Greatest Integer Function) effect, this time we will learn its effect when it is applied to y.

A very important concept to understand graphs and their nature which leads to better graph plotting.

A very important concept to understand graphs and their nature which leads to better graph plotting.

What happens when f(x) is transformed to f(-x)?

What happens when f(x) is transformed to -f(x)?

In this we are back again with one more effect of modulus which is very popular.

In this post we are going to learn about the effect of Greatest Integer Function(GIF) when applied to a function.