Global Journal of Researches in Engineering, I: Numerical Methods, Volume 23 Issue 1

Below, as an example, is a table (Table 1) with the results of calculating the differential functions on VBasic, where n is the exponent of the power function, and k is the parameter of the differential function. For k < 0 it is a fractional integral, k = 0 is the parent function, and for k > 0 it is a fractional derivative. Table B.1: Values of functions x 0,123 , x 2 , x 12, 3 and sin(x) n k Figure (0,123) <-1,93> Fractionalintegral 1.1 SLFunction n=0,123 k=-1,93.pdf 0,123 -1,93 0,123 <0> Maternalfunction No. 1 SLFunction n=0,123 k=0.pdf 0,123 0 PDF File © 2023 Global Journals Global Journal of Researches in Engineering Volume XxXIII Issue I Version I 25 Year 2023 ( ) I Application of Differentialintegral Functions