3a846296-15ac-4787-b93c-4c9aadce59c6 2 6 12 decimal

&[DATE] &[TIME] - &[FILENAME]

ε 1012 -^:

L Δ N inc X 0 : i 1 N range X i 1 + el L Δ i * + : X 1 el L : 21 line for X 31 line :

N 1000 :

be generous in the arc region

L ε : H 2.25 : 12 mat

'N' increment start/end @ fnct limits ω L H L - N / N inc :

β 0.5 0.75 1 - 1 - 41 mat :

Undisclosed model wrt application x β f β 1 el x β 3 el - (β 2 el x *^(* 1 x 0 + ln + x β 3 el - (- exp + β 4 el + (* :

Tabulate a discrete function f ω Myfnct j 2 ω rows range U j el ω j el β f : U 1 el L β f : 21 line for ω U 4 round vectorize augment 21 line :

Table f ω Myfnct : vx Table 1 col : vy Table 2 col (: 12 mat x interpolated vx vy x linterp : 31 sys

Table 1 row Table N 1 + row 21 mat 11012 -^* 13.6316 - 12 mat 2.25 3.1049 12 mat 21 mat

u 0.123456789 :

Table 11012 -^* 13.6316 - 0.0023 2.8649 - 0.0045 2.5188 - 0.0068 2.3165 - 0.009 2.1731 - 0.0113 2.062 - 0.0135 1.9713 - 0.0158 1.8947 - 0.018 1.8285 - 0.0203 1.7701 - 0.0225 1.7179 - 0.0248 1.6708 - 0.027 1.6278 - 0.0293 1.5883 - 0.0315 1.5518 - 0.0338 1.5178 - 162 mat

u interpolated 0.893 -

vy vx augment Table u u interpolated + 20 blue 1 5 mat 3 1 sys

Maple classical/direct inverser

x a b q 1 x b / - exp (a^- :

y x a b q ≡ x solve maple 1 y - ln b * a / -

y a b sol 1 y - ln b * a / - :

a 2 : b 1 : 12 mat

x middle b x * :

x a b q x a b sol x middle 3 1 sys