8-1 Solving Exponential Equations “One-to-One”

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Presentation transcript:

8-1 Solving Exponential Equations “One-to-One”

Easy Example…solve for x No Calculator

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Yes Calculator In a lab experiment, the population of bacteria is 9,000 and decreases at an hourly rate of 3%. What is the population after 6 hours?

Yes calculator or Desmos-for now Graphing Exponential Functions How will the negative effect the graph? Growth or Decay?

Yes calculator or Desmos-for now Graphing Exponential Functions How will the negative effect the graph? Growth or Decay?

Yes calculator or Desmos-for now Graphing Exponential Functions How will the negative effect the graph? Growth or Decay?

Yes calculator or Desmos-for now Graphing Exponential Functions How will the graph change? Growth or Decay?