A program to compute an approximate value for the derivative of f(x) using the finite difference formula up to 2^-30.
Make sure Java is installed on your machine.
Extract the zip file, and navigate to extracted MA02EstDerivative folder.
To creat the application use these commands in the CMD.exe (Command Prompt). .\gradlew build or .\gradlew clean build
Once the build is complete run the following command to start.
java -jar .\build\libs\MA02EstDerivative.jar
Example: java -jar .\build\libs\MA02EstDerivative.jar Example Output:
h x Approx. f'(x): Known f'(x): Abs. Error:
2^-1 1 0.3120480035923159 0.5403023058681398 0.228254302276
2^-2 1 0.4300545381907588 0.5403023058681398 0.110247767677
2^-3 1 0.4863728743295894 0.5403023058681398 0.053929431539
2^-4 1 0.5136632057467931 0.5403023058681398 0.026639100121
....
Make sure Java is installed on your machine.
Extract the zip file, and navigate to extracted MA02EstDerivative folder.
To creat the application use these commands in BASH (Command Prompt). ./gradlew build or ./gradlew clean build
Once the build is complete run the following command to start the converstion of Base10 to any base.
java -jar ./build/libs/MA02EstDerivative.jar
Example: java -jar ./build/libs/MA02EstDerivative.jar Example Output:
h x Approx. f'(x): Known f'(x): Abs. Error:
2^-1 1 0.3120480035923159 0.5403023058681398 0.228254302276
2^-2 1 0.4300545381907588 0.5403023058681398 0.110247767677
2^-3 1 0.4863728743295894 0.5403023058681398 0.053929431539
2^-4 1 0.5136632057467931 0.5403023058681398 0.026639100121
....