What does the a-value represent?
Starting amount or y-intercept
What is the a-value of the points below?
x=0, y=5
x=1, y=10
x=2, y=20
x=3, y=40
a = 5
Simplify the following.
4a2 + 5a2
9a2
y = 2(3)x
Find the value of y when x = 2
2(3)2 = 18
y = 18
Raul starts with $30. His money doubles every month.
a) Write an equation y = a(b)x.
b) How much money will he have in 6 months
y = 30(2)x
30(2)6 = $1920
What does the b-value represent?
Growth factor (multiplied by)
What is the b-value of the points below?
x=0, y=5
x=1, y=10
x=2, y=20
x=3, y=40
Simplify the following
x5 * x8
x13
Use the equation below.
y = 4(7)x
Find the value of y when x = 1
4(7)1 = 28
y = 28
Diego starts with $80. His money triples every year.
a) Write an equation y = a(b)x.
b) How much money will he have in 3 years?
y = 80(3)x
80(3)3 =$2160
Write an equation starting at 15 being multiplied by 3.
y = 15(3)x
What is the equation y=a(b)x of the points below?
x=0, y=5
x=1, y=10
x=2, y=20
x=3, y=40
y = 5(2)x
Simplify the following
(x4)5
x20
Use the equation below.
y = 9(1/3)x
Find the value of y when x = 2
9(1/3)2 = 1
y = 1
An iceberg is 700 feet tall. It is melting by a quarter each week.
a) Write an equation y = a(b)x.
b) How big will the iceberg by in 3 weeks?
y = 700(1/4)x
700(1/4)3 =10.9 feet tall
Write an equation starting with 4 being divided by 7
y = 4(1/7)x
What is the equation y=a(b)x of the points below?
x=0, y=4
x=1, y=12
x=2, y=36
x=3, y=108
y = 4(3)x
Simplify the following
x3y2 * x4y8
x7y10
Use the table in the calculator.
y = 5(2)x
Find the value of x when y = 320
x = 6
An iceberg is 500 feet tall. It is melting by a third each week.
a) Write an equation y = a(b)x.
b) How long will it take for the iceberg to be less than 20 feet tall?
y = 500(1/3)x
x = 3 weeks
Write an equation with a y-intercept of (0, 5) and a growth factor of divided by 2
y = 5(1/2)x
What is the equation y=a(b)x of the points below?
x=0, y=100
x=1, y=50
x=2, y=25
x=3, y=12.5
y = 100(1/2)x
Simplify the following.
(2x6)2
4x12
Use the table in the calculator.
y = 8(1/4)x
Find the value of x when y = 512
x = -3
The population is 4000 people and increasing 4% each year.
a) Write an equation y = a(b)x.
b) When will the population exceed 5000 people?
y = 4000(1.04)x
x = 6 years