Which of the following is the same as log 4+log 2?
Which of the following is the same as 3log 4
Watch the following video link about Solving exponential word problems (20 minute video) Do you have any questions?
Wait ! Her chart was totally different from the lady last week! her word problem chart looked like this! What are some similarities you see, what are some differences?
When analyzing exponential functions, what were the basics of choosing the domain and range. (she went over this part very quickly, but think through the function and what you know about it.)
What was the key determinant of whether a function showed a growth or decay function?
What was the base for a half-life problem?
what was the base for a percent decay problem of 3%
you are given a equation like this to solve for x.
Describe your first step
What is the y -intercept of the following equation? give your answer as an ordered pair.
what is the x-intercept of the following equation?
A bacteria culture exhibits uninhibited growth.
Honors: write a formula if 600 bacteria are present initially and there are 790 after one hour. use 2 significant figures
On-level: use hint.
Another batch of bacteria starts with 600 and doubles after two hours. which of the following equations would work (there are two correct answers)
look through the two equations you chose as correct. Can you convince yourself easily that they are actually the same?
Honors: How many bacteria will there be after 12 hours according to the equation you wrote? still use two sig figs. On level - use hint.
state the domain of
A person invests $500 in an account that earns a yearly interest rate of 4%. How much would this investment be worth in 10 years if the compounding frequency was once per year?
How much would this investment be worth in 10 years if the compounding frequency four times per year (quarterly)?
A person invests $350 in a bank account that promises a rate of 2% compounded continuously. Write an equation for the amount this investment would be worth after t-years.
How much would the investment be worth after 20 years?
the difference between growth and decay formulas
When to use e and when to use a rational number as a base
domain and range of exponential functions
domain and range of log functions
how to create an equation for a half-life problem
how to create an equation for an interest bearing problem
what the difference is between continuous growth problems and interval compounding problems
how to make
for halflife problems
how to solve these problems once I set them up.
I've got this
I'm fuzzy
so confused