AngouriMath
TheOtherPointWhereTheCandidateRepeats(AngouriMath.Entity,AngouriMath.Entity.Variable,AngouriMath.Entity)
Method (no overloads)
Summary
A point other than first where candidate takes the
value it takes atfirst , or null. A function of one sine, cosine,
tangent, cotangent, secant or cosecant of a linear, withx nowhere
else, repeats where that function does: a sine atpi - theta , a cosine at
-theta , a tangent a period on. A quadratic repeats across its vertex, a rational
function ofx^2 at -x , and a constant times an even power of a quotient of
linears, or of one linear, where the quotient takes the opposite value.
value it takes at
tangent, cotangent, secant or cosecant of a linear, with
else, repeats where that function does: a sine at
function of
linears, or of one linear, where the quotient takes the opposite value.
Remarks
The trigonometric function alone was read, and a multiple of one was not:
sin(x) tan(6x) written in the sine and cosine of x offers 2 cos(x) , and
simplifying the integrand over its derivative to refuse it was eight seconds. The
quotient by the derivative ofe ((c + d x)/(a + b x))^2 holds the quotient itself,
which the square does not determine -- nine seconds of Rubi's 3.2.1
1/((a g + b g x)^2 (A + B ln(e (c + d x)^2/(a + b x)^2))^2) -- and that over the
derivative ofa + b x + c x^2 holds the linears of
(a + b x + c x^2)^(5/2)/((d + e x)(f + g x)) , five more.
https://github.com/asc-community/AngouriMath/issues/233
simplifying the integrand over its derivative to refuse it was eight seconds. The
quotient by the derivative of
which the square does not determine -- nine seconds of Rubi's 3.2.1
derivative of
https://github.com/asc-community/AngouriMath/issues/233
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