4-2 Practice
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Last updated over 2 years ago
25 questions

1
Write the function (f(x)): Jada deposits $12,000 into a mutual fund that is expected to grow by 6% annually.
Write the function (f(x)): Jada deposits $12,000 into a mutual fund that is expected to grow by 6% annually.
1
Jada deposits $12,000 into a mutual fund that is expected to grow by 6% annually. How many years until her balance is $15,000?
Jada deposits $12,000 into a mutual fund that is expected to grow by 6% annually. How many years until her balance is $15,000?
1
Write the function (f(x)): An Epipen contains 3000 micrograms of adrenaline. An adult's liver can filter out 12% of the adrenaline in your blood per second.
Write the function (f(x)): An Epipen contains 3000 micrograms of adrenaline. An adult's liver can filter out 12% of the adrenaline in your blood per second.
1
An Epipen contains 3000 micrograms of adrenaline. An adult's liver can filter out 12% of the adrenaline in your blood per second. How many minutes will it take for half of the adrenaline from the Epipen to be filtered out?
An Epipen contains 3000 micrograms of adrenaline. An adult's liver can filter out 12% of the adrenaline in your blood per second. How many minutes will it take for half of the adrenaline from the Epipen to be filtered out?
1
Write the function (f(x)): English Ivy is an invasive ground cover plant that can expand by 32% every year. In 2005, English Ivy covered 220 mi2 of the state of Oregon.
Write the function (f(x)): English Ivy is an invasive ground cover plant that can expand by 32% every year. In 2005, English Ivy covered 220 mi2 of the state of Oregon.
1
English Ivy is an invasive ground cover plant that can expand by 32% every year. In 2005, English Ivy covered 220 mi2 of the state of Oregon. In what year will English Ivy cover over 400 mi2 in Oregon?
English Ivy is an invasive ground cover plant that can expand by 32% every year. In 2005, English Ivy covered 220 mi2 of the state of Oregon. In what year will English Ivy cover over 400 mi2 in Oregon?
1
Write the function (f(x)): The average listing price of a home in Des Moines, Iowa was $182,500 as of 2021. Experts predict that home values will increase by 2.5% per year.
Write the function (f(x)): The average listing price of a home in Des Moines, Iowa was $182,500 as of 2021. Experts predict that home values will increase by 2.5% per year.
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The average listing price of a home in Des Moines, Iowa was $182,500 as of 2021. Experts predict that home values will increase by 2.5% per year. In what year will the average home price in Des Moines exceed $250,000?
The average listing price of a home in Des Moines, Iowa was $182,500 as of 2021. Experts predict that home values will increase by 2.5% per year. In what year will the average home price in Des Moines exceed $250,000?

1
Does the function a(x) = 4x + 10 show growth or decay?
Does the function a(x) = 4x + 10 show growth or decay?
1
a(x) = 4x + 10. What is the equation for the asymptote?
a(x) = 4x + 10. What is the equation for the asymptote?
1
Does the function b(x) = 0.5x + 1.5 show growth or decay?
Does the function b(x) = 0.5x + 1.5 show growth or decay?
1
b(x) = 0.5x + 1.5. What is the equation for the asymptote?
b(x) = 0.5x + 1.5. What is the equation for the asymptote?
1
Does the function c(x) = (1/4)x-11 show growth or decay?
Does the function c(x) = (1/4)x-11 show growth or decay?
1
c(x) = (1/4)x-11. What is the equation for the asymptote?
c(x) = (1/4)x-11. What is the equation for the asymptote?
1
Does the function d(x) = 10(3/2)x show growth or decay?
Does the function d(x) = 10(3/2)x show growth or decay?
1
d(x) = 10(3/2)x. What is the equation for the asymptote?
d(x) = 10(3/2)x. What is the equation for the asymptote?
1
Does the function e(x) = 0.2(5)x+2 - 1 show growth or decay?
Does the function e(x) = 0.2(5)x+2 - 1 show growth or decay?
1
e(x) = 0.2(5)x+2 - 1. What is the equation for the asymptote?
e(x) = 0.2(5)x+2 - 1. What is the equation for the asymptote?
1
Does the function f(x) = 0.95x - 1.65 show growth or decay?
Does the function f(x) = 0.95x - 1.65 show growth or decay?
1
f(x) = 0.95x - 1.65. What is the equation for the asymptote?
f(x) = 0.95x - 1.65. What is the equation for the asymptote?
1
Does the function g(x) = 2(50)x show growth or decay?
Does the function g(x) = 2(50)x show growth or decay?
1
g(x) = 2(50)x. What is the equation for the asymptote?
g(x) = 2(50)x. What is the equation for the asymptote?
1
Does the function h(x) = 1x - 6 show growth or decay?
Does the function h(x) = 1x - 6 show growth or decay?
1
Does the function j(x) = (9/17)x+4 - 4 show growth or decay?
Does the function j(x) = (9/17)x+4 - 4 show growth or decay?
1
j(x) = (9/17)x+4 - 4. What is the equation for the asymptote?
j(x) = (9/17)x+4 - 4. What is the equation for the asymptote?