Calculators Integrating with Constant Variables: TI-89 Symbolic Integration

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To integrate expressions with constant variables, it's essential to use proper syntax by including multiplication signs. For example, instead of writing "kx," use "k*x" to ensure the system recognizes them as separate variables. This distinction is crucial when performing integrations, such as in the equation m(dv/dt) = mg. Failing to include the multiplication sign may lead to incorrect results, as the system interprets "kx" as a single variable rather than the product of k and x. Proper formatting is key to achieving accurate calculations.
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How can I integrate an expression with constant variables like needed when solving m\frac{dv}{dt} = mg but assuming I don't know its value?
 
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Just type any constants in as letters. (Make sure you don't have any values stored to those letters first)
 
I don't think it's working... \int kx \cdot dx gave kx \cdot x
 
Make sure you type in k*x instead of just kx. It thinks that "kx" is one variable if you don't.
 
Ohh, thanks!
 
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