If, y=a(bx ), what do a and b represent?
a = initial amount/y-intercept
b = growth/decay factor
How do I know if an exponential function is exponential decay from an equation?
If the b is less than 1.
A bunny population doubles every 6 months. If the starting population is 10, how many will you have after 3 years? What is the initial population? What is the growth factor?
after 3 years = 640
initial population = 10
growth rate = 2
What is the percent growth/decay rate?
y=5(0.5)^x
decay by 50%
The slopes of perpindicular lines are ______________.
opposite / reciprocals
What is the initial value and growth/decay factor for the function f(x) = 2(3)x
**Make sure to identify whether it is growing or decaying**
initial value = 2
GROWTH FACTOR = 3
What growth RATE does this equation represent?
y = 3(1.5)x
50%
In exponential functions, when b>1 this will cause an exponential growth or decay?
Exponential growth
What is the percent growth/decay rate?
y=5(1.3)^x
growth by 30%
The slopes (Rate of Change) of parallel lines are ______________.
The same or identical
What is the horizontal asymptote for this exponential function.
y = 0
f(x)=a(.93)x
Does this functions represent exponential growth or decay? What is the percent growth/decay RATE?
Exponential Decay by 7%
f(x)=a(1.07)x
Does this functions represent exponential growth or decay? What's the percent growth/decay rate?
Exponential Growth. 7%.
What are some things I can do to help me perform well on Test Day? You must pick 3 of the answers...
1. Get a good nights rest.
2. Eat breakfast.
3. Dress Comfortable
4. Be on Time, and know where you are going.
5. Take Your Time.
6. Read the questions carefully.
7. Use DESMOS.
8. Check your work, but trust yourself.
9. Don't over think it.
10. Be a NINJA :) You've got this!!!!
What is the slope of the following linear equation?
2x + 4y = 16
the slope is 1/2
What is the equation for the function?

y = 5(2)x
What growth FACTOR does the following equation represent?
y = 4(3)x
300%
Does the graph represent exponential growth or decay?
Exponential Growth
Is this exponential growth or decay?
What is the percent growth/decay rate?
y=1/2(0.7)^x
Decay by 30%
Simplify the following exponent:
(3x2y5)0
1
What is the difference between linear functions and exponential functions?
Linear has a constant rate of change (slope).
Exponential functions increase or decrease at an increasing rate (exponentially).
Ms. Wiggins purchased a car for 26,400 and every year it decays by 12%. What can she expect the value of her car to be after 3.5 years?
f(x) = 26400(.88)3.5 = $16,876.92
Annual sales of a fast food restaurant are $530,000 and increasing at a rate of 5%. What will the annual sales be in 6 years?
530,000(1.05)6 =$710,250.69
What is the percent growth/decay rate?
y=60(1.33)^x
growth by 33%
solve the following equation:
3x + 5 = 2(3x -10)
x = 25/3