Section 2.5
Vertical and horizontal asymptotes:
What these are, are the lines in a graph that the function will get extremely close to but will never actually touch as the graph approaches positive or negative infinity.
What these are, are the lines in a graph that the function will get extremely close to but will never actually touch as the graph approaches positive or negative infinity.
Section 3.1
Exponential growth and decay:
This is where the graph will have an asymptote and the graph will either go up rapidly or back down.
This is where the graph will have an asymptote and the graph will either go up rapidly or back down.
Compound interest formula is used to determine the amount of money that is accumulated over time through interest.
We also went over the exponential growth and decay formulas: these formulas are used to tells us whether or not the growth or decay is continuous or not.
section 3.2
Relating Logarithmic and Exponential Forms:
The picture says it all.
We next covered basic and common properties of logarithms.
We next covered basic and common properties of logarithms.
These properties tell us basically everything we need to know when we are just starting out with logarithms
section 3.4
One-to-One property tells us how everything equals each other in logarithms