How to Find the Zeros of a Function with the TI-84 Silver Edition Plus | Summary and Q&A

TL;DR
This video explains how to find the zeros of a function by graphing it on the TI-84 calculator.
Key Insights
- βΊοΈ The TI-84 calculator can be used to find the zeros of a function by graphing it and identifying the x-intercepts.
- π€© The exponent key on the calculator is essential for entering functions with exponents accurately.
- π Adjusting the zoom settings on the calculator can provide a better visual of the function graph.
Transcript
hi everyone in this video we're going to find the zeros of this function using the ti-84 calculator so in this example here all of the zeros of the function are real numbers so we're going to find it by graphing this function and finding the x-intercepts so to do that we're going to hit the y equals key right here and then I'm gonna hit clear and n... Read More
Questions & Answers
Q: How can the TI-84 calculator be used to find the zeros of a function?
To find the zeros of a function, you can graph it on the TI-84 calculator and look for the x-intercepts or use the calc function for a more accurate result.
Q: What should be done if the graph on the calculator is not clear enough?
If the graph is not clear, you can use the zoom function on the TI-84 calculator to adjust the view, providing a better visual of the function.
Q: How can the calculator's "calc" function be used to find the zeros?
By accessing the calc function on the TI-84 calculator, you can input the left and right bounds of the zero and use the cursor to obtain accurate zero values.
Q: What is the significance of double-checking the input in the calculator?
Double-checking the input ensures that what is entered in the calculator matches the function being worked with, avoiding any mistakes in the calculations.
Summary & Key Takeaways
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The video demonstrates how to find the x-intercepts or zeros of a function by graphing it on the TI-84 calculator.
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It provides step-by-step instructions on how to enter the function into the calculator and adjust the graph for better visibility.
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If the zeros are not obvious from the graph, the video also explains how to use the calculator's "calc" function to find the zeros accurately.
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