Solving TI-89 Derivatives Problem: Setting X to a Constant

  • Calculators
  • Thread starter milosport
  • Start date
  • Tags
    Ti-89
In summary, the speaker had a problem with derivatives on their TI-89 calculator and found the solution on a forum. They realized that the issue was caused by setting x to a constant instead of a variable. They were curious about how this could happen and what operations on the calculator would require x to be set to a constant. The expert suggested using the STO button to store values into variables and using the | symbol to temporarily substitute values for variables. The speaker expressed their appreciation for the help and mentioned being a pilot.
  • #1
milosport
4
0
I had a problem doing derivatives on my TI-89 and found the solution to my problem on this forum. I had x set to a constant instead of a variable. I'm just curious how x was set to this constant in the first place. I've never (that I know of) set it to anything. Just out of curiosity, what operations on the calculator would you want x to equal a constant and how is it done?

(edit: how is x set to a constant not how to do an operation with it)

Thanks,
Milo
 
Computer science news on Phys.org
  • #2
Using the STO (store) button at the bottom left, the syntax is "constant STO variable." This assigns a value to any variable you choose. That would explain how your derivative of x was zero. Check all your variables by selecting VAR-LINK (2nd + minus sign). Under the MAIN directory, you will see x is stored. Highlight this and remove it by pressing the left arrow (backspace) button and choose "yes."

I never store values into variables for this very reason. When I need to substitute a value for a variable in a complex expression, I use the | symbol to temporarily use a value for a certain variable. For example: 6x^2+7x+3|x=2 would return this expression as if x were '2.'
 
  • #3
Ah, great! I've never taken the time to really go over everything this calculator can do. I just figure things out as I need them. I wish I would have known about the "as if" thing a long time ago, could save some time. Although now that I think of it, using Y= and looking at the table seems easier. I love this calculator! Thanks for the help!

BTW, I'm a pilot too. Single engine land! Thanks again
 
Last edited:

FAQ: Solving TI-89 Derivatives Problem: Setting X to a Constant

What is a TI-89 derivative problem?

A TI-89 derivative problem is a mathematical problem that involves finding the derivative of a function using a TI-89 calculator. The TI-89 is a graphing calculator commonly used by students and professionals in the fields of mathematics, science, and engineering.

How do I set X to a constant in a TI-89 derivative problem?

To set X to a constant in a TI-89 derivative problem, you can use the "x->" command. This command allows you to specify a value for X that will be treated as a constant in the derivative calculation. For example, if you want to find the derivative of the function f(x)=x^2 at x=3, you would enter "x->3" before taking the derivative.

What is the purpose of setting X to a constant in a TI-89 derivative problem?

Setting X to a constant in a TI-89 derivative problem allows you to find the derivative of a function at a specific point. This is useful for finding the slope of a tangent line, the instantaneous rate of change, or the average rate of change at a particular point on a graph.

Can I solve TI-89 derivative problems without setting X to a constant?

Yes, you can solve TI-89 derivative problems without setting X to a constant. However, setting X to a constant can make the calculation more efficient and accurate, especially for more complex functions. It is also necessary when finding the derivative at a specific point on the graph.

Are there any other ways to set X to a constant in a TI-89 derivative problem?

Yes, besides using the "x->" command, you can also use the "var=" command. This allows you to assign a value to a variable, such as X, before taking the derivative. Both methods achieve the same result of setting X to a constant for the derivative calculation.

Similar threads

Replies
5
Views
1K
Replies
1
Views
4K
Replies
2
Views
3K
Replies
5
Views
7K
Replies
1
Views
16K
Replies
1
Views
4K
Replies
4
Views
15K
Replies
5
Views
5K
Replies
1
Views
5K
Replies
2
Views
11K
Back
Top