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plore90 · (This post was last modified: 09-19-2021 12:02 AM by plore90.)

Update!!
I added a new Indefinite Integral program of a function y = f (x). The integral is calculated by approximating the indefinite integral with the sum of n definite integrals of dx = 0.1 starting from X = X0. The program asks for the value of Y (X0) for X = 0 through the label A then just press the label E to start processing. The processing prints the values of the primitive of F (x) in correspondence with x values with an interval of 0.10.
The program can be terminated at any time by pressing the R / S key.
The function Y = f (x) is defined under the label D that is LblD. The variable x is in register R5. For functions that include trigonometric functions remember to set the Radiants with the Rad key before the execution with lblE !!! This program can also be used to compute the one-sided Laplace transform for t> 0. F(s)= Integral from 0 to infinite f(t)*exp-(st)*dt