Final answer:
An anti-derivative calculator with steps can be used to find the indefinite integral of a function. Additionally, the TI-83/83+/84 calculators have built-in functions for finding derivatives.
Step-by-step explanation:
Solution A: Step-by-Step Integration Calculator
An anti-derivative calculator with steps is used to find the indefinite integral of a function. It calculates the anti-derivative by following a set of rules and formulas. Here's how you can use a step-by-step integration calculator:
- Input the function you want to integrate.
- Apply the power rule, product rule, or chain rule, if applicable.
- Apply any other integration rules or formulas, such as the trigonometric substitution or u-substitution, as needed.
- Continue simplifying and integrating until you reach the final answer.
Solution B: TI-83/83+/84 Derivative Calculator
The TI-83/83+/84 calculators have built-in functions that allow you to find derivatives. Here's how to use the derivative calculator on these calculators:
- Enter the function into the calculator using the proper syntax.
- Use the 'dy/dx' or 'D' key along with the function to find the derivative.
- Follow any prompts or additional steps required by the calculator.