00:01
My approach to this problem is thinking about how the parent function of log looks something like this.
00:08
And i guess i'm thinking about just the y -intercept is 1, 0.
00:14
And then somewhere over here, i'm going to call it the base, goes up to 1.
00:19
But the graph that i'm looking at, i agree that it shifted left 1, because you have a vertical asymptote there.
00:26
So the answer that you currently have looks pretty good, where you have log of x plus 1, because that's exactly what happens.
00:36
But what i'm on the fence of is that you should have a factor here, and then you still need to know what that base is on this side.
00:43
So a stretching factor, and what is the base? so as i look a little bit closer into my graph, what it looks like to me is that we have this ordered pair over here, which is 3, 3.
00:59
So if i went back to my base before i shifted right 1, or sorry, left 1, so let's move it right 1, i would have had my base be at 4...