00:01
So here we have a graph, and we're trying to find a logarithmic function with the base 2 or 3, which is translated and or reflected.
00:15
Because this is the graph of a basic logarithmic function, it's not reflected in any way.
00:23
It's definitely just translated.
00:24
So we have the basic point on a normal logarithic function of 1 -0 as well as to 1.
00:38
So the basic point of the 1 -0 on a basic log -murther graph is going to be right here.
00:54
And you can tell it's shifted down or shifted over to the left one and down 3.
01:02
And the second one, which is 2 .1, which is translated to this point, is going to be over the left one, and down 3.
01:21
And this on a logarithmic graph is y equals log 2 of x.
01:31
So we know the graph above is the graph of y equals log base 2x, which is the graph of y equals log base 2x, which is shifted horizontally one unit to the left and three units down...