Part Four

The overlapping graph and the resulting error graph are as in Fig. VI and VI

Fig. VI  Overlapping of (p Exact & p Mod)

Fig. VII 

We may agree for this grade of error. But it is possible to go some steps more.

To correct the last error %, we write :

Last error %=0       and we attack consecutively (b2; m2; G) parameters of (p Mod),

We proceed and after 3 steps more we reach to the error graph as in fig. VIII

Fig. VIII   Max error %=-0,00000243..for the whole range (1<TAN<infinite)

Now,

You can go for better accuracies, reach to error %=0,0000000001…

Remember the math-world knows error %=0,00145.. as a big success.

They are not aware of the new error %.level.

Also you can beat the famous mathematician Master Ramanujan with this method.

Have you read the article “Ramanujan” on Triond.?

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