Growth or Decay? and Geometric Sequence
Is the following growth or decay: f(x) = 2x
What is growth
The population in the town of Huntersville is presently 38,300. The town grows at an annual rate of 1.2%. Find the number population of the town after 9 years.
Approximately 42,640 people
Use y = 250(1.2)t What is the initial?
What is 250
Write an exponential growth function to model the situation. A population of 422,000 increases by 12% each year.
What is f(x) = 422,000(1.12)x
Simplify: 6tv0
6t
Is the following growth or decay: f(x)=100*(0.5)x
What is decay
$1,200 is invested at an annual rate of 3.2%. How much money will the account have after 12 years?
$1751.21
Use y = 250(1.4)t What is the growth rate?
What is 40%
The population of Baconburg starts off at 20,000, and grows by 13% each year. Write an exponential growth model and find the population after 10 years.
What is f(10) = 20,000(1.13)10 and population of 67,891
Simplify: (42)(x(-2))
16 / x2
Write an equation for the nth term of the geometric sequence. Then find a7. 1, -5, 25, -125
What is an=(-5)n-1, 15,625.
The population in the town of Deersburgh is presently 42,500. The town has been growing at a steady rate of 2.7%. What will the population of the town be in 5 years?
Approximately 42, 499 People
Use y = 250(1.2)t What is the growth rate?
What is 20%
The Hippityhoppity bunny decided to have a family reunion at the Magic Forest every 5 years. During the second reunion the family discovered that the number of family members was 154 and was growing at an annual rate of 3.2%. Write an equation to model the growth of the bunny family.
What is f(x) = 154(1.032)x
Simplify: 4(x-2)(g3)
4g3 / x2
Write an equation for the nth term of the geometric sequence. Then find a7. 432, 72, 12, 2.
What is an=432(1/6)n-1, 1/108.
The value of a car was $22,000 when it was purchased. They car depreciates at a rate of 19% per year. How much will the car be worth in 8 years?
$4,076.64
y = 9.8(0.9)t What is the growth rate?
What is 10%
The fish in The Magic Forest Lake were declining at an annual rate at 1.5%. Their current number is estimated at 2500. Write an equation to model the decreasing number of fish.
What is y = 2500(.985)x
Simplify: ( (4-2)(x-5)(y-9)(z-3) )0
1
Write an equation for the nth term of the geometric sequence. Then find a7. 4, 10, 25, 62.5
What is an=4(2.5)n-1, 976.5625.
The value of a stock when purchased is $10 a share. However, over the past 5 days the price went down at a constant rate of 4%. How much is the stock worth now?
$8.15
y = 9.8(1.35)t What is the growth rate?
What is 35%
The squid in The Magic Forest Lake were declining at an annual rate at 5.5%. Their current number is estimated at 50,000. Write an equation to predict the number of squid in the lake in 10 years.
What is f(10) = 50000(.945)10 and 28,398 squid
( (x-2)(y2) )
__________
( (b-4)(c4) )
( (b4)(y2) )
_________
( (c4)(x2) )