TI-84 Plus Silver: Finding the Zeros

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    Silver Ti-84
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SUMMARY

The TI-84 Plus Silver calculator can find the zeros of a function by utilizing the "Zero" feature in the graphing menu. Users must identify the left and right bounds surrounding the root, as well as provide an initial guess for the calculator to accurately hone in on the zero. This process involves visually inspecting the graph to select appropriate points that bracket the root, ensuring the calculator can effectively compute the solution.

PREREQUISITES
  • Understanding of function graphs and their zeros
  • Familiarity with the TI-84 Plus Silver calculator interface
  • Basic knowledge of the concept of bounds in numerical methods
  • Ability to interpret graphical data
NEXT STEPS
  • Learn how to use the "Graph" feature on the TI-84 Plus Silver
  • Explore the "Calc" menu options for finding roots
  • Study the concept of numerical methods for root-finding
  • Practice identifying zeros of various functions using the calculator
USEFUL FOR

Students, educators, and anyone using the TI-84 Plus Silver calculator for mathematical functions, particularly those learning to find zeros of polynomial equations.

vanmaiden
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Homework Statement


I'm trying to learn how to use my TI-84 Plus Silver calculator and I want to know how to find the zeros of a function, but the calculator asks me to find the left and right bounds along with a guess. What is it asking me to do here?


Homework Equations





The Attempt at a Solution


I've been messing around with the calculator by doing random inputs honestly. No luck.
 
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If I remember correctly, when looking at the graph, just pick an easy point that you can see that is to the left of the root. Again, pick a point on the graph that is to the right of the root. After that, it will hone in on the root and give you the answer.
 
gb7nash said:
If I remember correctly, when looking at the graph, just pick an easy point that you can see that is to the left of the root. Again, pick a point on the graph that is to the right of the root. After that, it will hone in on the root and give you the answer.

Thank you. I see what I did wrong, haha.
 

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