RHS of 4.666 function for positive number
LHS of 4.666 function for positive number
RHS of 4.666 function for negative number
LHS for 4.666 function for negative number
2n factorial with 4.666 integral
Actual 2n factorial value
The log equivalent(so to speak) for 4.666 to the power 1 by x
e to the power x put in log function (so to speak)
Log x put in e to the power x (so to speak)
cos(x) part in 4.666 function (so to speak). Named One(x)
sin(x) part in 4.666 function (so to speak). Named Zero(x)
One(x) squared plus Zero(x) squared. Sin(x) squared plus Cos(x) squared (so to speak)
2 comments:
Consider the 3rd from last and 2nd from last screenshots.
The results are fascinating to me. While the sum of their squares makes us reach towards 1. One of the terms is already close to 1.
It seems 'beautiful nature '.
Instead of sin(x) and cos(x) in case of e; I feel we need to name them zero(x) and one(x).
Seems to be that case.
Lord Jesus you are so loving. So majestic.
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