A quantity is modeled by $y=200(0.93{)}^t$. By what percent does it change each time period?

Does $f(x)=300(1{)}^x$ model exponential growth, exponential decay, or neither?

A table for an exponential function lists f(0) = 10, f(1) = 50, f(2) = 250, f(3) = 1250. What is the growth factor?

Does $f(x)=40(0.96{)}^x$ model exponential growth, exponential decay, or neither?

Does $f(x)=5(0.55{)}^x$ model exponential growth, exponential decay, or neither?

What is the growth factor of $y=60(1.07{)}^t$?

A quantity is modeled by $y=480(0.92{)}^t$. By what percent does it change each time period?

Does $f(x)=300(1.15{)}^x$ model exponential growth, exponential decay, or neither?

A student says that $y=300(0.7{)}^t$ decreases by 70% each year. What is the actual percent decrease per year?

A student says that $y=8(0.2{)}^t$ decreases by 20% each year. What is the actual percent decrease per year?

A table for an exponential function lists f(0) = 5, f(1) = 30, f(2) = 180, f(3) = 1080. What is the growth factor?

Does $f(x)=40(1.2{)}^x$ model exponential growth, exponential decay, or neither?

A student says that $y=750(0.6{)}^t$ decreases by 60% each year. What is the actual percent decrease per year?

What is the growth factor of $y=480(1.25{)}^t$?

A student says that $y=5(0.2{)}^t$ decreases by 20% each year. What is the actual percent decrease per year?

Does $f(x)=12(1.25{)}^x$ model exponential growth, exponential decay, or neither?

What is the decay factor of $y=300(0.8{)}^t$?

What is the decay factor of $y=200(0.88{)}^t$?

Does $f(x)=200(0.75{)}^x$ model exponential growth, exponential decay, or neither?

A quantity is modeled by $y=8(0.85{)}^t$. By what percent does it change each time period?

Does $f(x)=8(0.65{)}^x$ model exponential growth, exponential decay, or neither?

What is the decay factor of $y=12(0.92{)}^t$?

A quantity is modeled by $y=12(0.65{)}^t$. By what percent does it change each time period?

Does $f(x)=120(0.93{)}^x$ model exponential growth, exponential decay, or neither?

What is the growth factor of $y=480(1.4{)}^t$?

Does $f(x)=12(0.85{)}^x$ model exponential growth, exponential decay, or neither?

Does $f(x)=750(0.8{)}^x$ model exponential growth, exponential decay, or neither?

Does $f(x)=60(0.4{)}^x$ model exponential growth, exponential decay, or neither?

What is the decay factor of $y=40(0.85{)}^t$?

A quantity is modeled by $y=200(0.85{)}^t$. By what percent does it change each time period?

A table for an exponential function lists f(0) = 6, f(1) = 24, f(2) = 96, f(3) = 384. What is the growth factor?

What is the decay factor of $y=200(0.97{)}^t$?

A quantity is modeled by $y=300(1.03{)}^t$. By what percent does it change each time period?

A quantity is modeled by $y=8(0.75{)}^t$. By what percent does it change each time period?

A table for an exponential function lists f(0) = 2, f(1) = 8, f(2) = 32, f(3) = 128. What is the growth factor?

What is the growth factor of $y=300(1.35{)}^t$?

What is the growth factor of $y=200(1.2{)}^t$?

A table for an exponential function lists f(0) = 7, f(1) = 21, f(2) = 63, f(3) = 189. What is the growth factor?

A table for an exponential function lists f(0) = 4, f(1) = 24, f(2) = 144, f(3) = 864. What is the growth factor?

A quantity is modeled by $y=300(0.65{)}^t$. By what percent does it change each time period?