Exponential

Looking at this exponential equation, which value is the time? Is it 8, 1.23, or 5?

Looking at this exponential equation, what was the original percentage we had to use to fill in our rate?

Looking at this exponential equation, what was the original percentage we had to use to fill in our rate?

Looking at this exponential equation, would we expect this to be a Growth or Decay problem, or Niether? In other words, would we expect the solution to increase or decrease as we replaced 't' with bigger and bigger numbers, or would it stay the same?

• Growth

• Decay

• Neither

Looking at this exponential equation, would we expect this to be a Growth or Decay problem, or Niether? In other words, would we expect the solution to increase or decrease as we replaced 't' with bigger and bigger numbers, or would it stay the same?

• Growth

• Decay

• Neither

The number of Fortnite players in Florida has grown tremendously. Since January of 2018, the number of Fortnite players was estimated to be around 700,000. If the player base grows by 5% per year, which exponential equation would represent this problem?

An air freshener starts with 30 grams of fluid, and the amount of fluid decreases by 12% per day. Which exponential equation best represent this situation? Be sure to check the fine details of each answer choice.

Here at Middleburg HS, more and more students are getting onboard with destroying the restrooms out by the math portables. I mean, if I can't go to Tinkletown, nobody can go! The problem first began in 1998 and has continued to grow at a rate of 10% each year. If there were 12 students that started this problem in 1998, how many students would we expect to be onboard with destroying the restrooms in 2023? (Round to the nearest whole number)

Your parents love you so much that they decided to buy you a Pikachu themed car for $20,000. Unfortunately for you, because nobody wants to be seen driving a Pikachu themed car, the value decreases at a rate of 12% per year. How much will the car be worth after 3 years?

• $12,800.00

• $13,629.44

• $17,600.00

• $28,098.56

A city doubles its size every 10 years. If the population is currently 225,000, what will the population be in 20 years?

• The population will be 225,000.

• The population will be 450,000.

• The population will be 900,000.

• The population will be 1,800,000.