•arcoth(x)—inverse hyperbolic cotangent •sec(x)—secant •csc(x)—cosecant •arcsec(x)—arcsecant •arccsc(x)—arccosecant •arsech(x)—inverse hyperbolic secant •arcsch(x)—inverse hyperbolic cosecant •|x|,abs(x)—absolute value ...
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Trigonometry is the concept of the relationship between angles and sides of triangles. Here, we have 6 main ratios, such as, sine, cosine, tangent, cotangent, secant and cosecant. You must have learned about basic trigonometric formulas based on these ratios. Now let ussee the formulas ford...
Derivative of Arccotangent Function Derivative of Arccosecant Function Sources 1989:Ephraim J. BorowskiandJonathan M. Borwein:Dictionary of Mathematics...(previous)...(next): Appendix2 : Table of derivatives and integrals of common functions:Inverse trigonometric functions 1998:David Nelson:The Penguin...
Assume that the domain of sin2(x) is restricted to [0,π2] so that it has an inverse. Find the derivative of its inverse. Finding the Inverse of a Function: The following is a general method for finding inverse functions. If f ...
Derivative of the Inverse Cosine. 19. ( ) 1 2 1 Tan 1 d u dx u dx − = + du The Derivative of the Inverse Tangent. 20. ( ) 1 2 1 Cot 1 d u dx u dx − − = + du The Derivative of the Inverse Cotangent. 21. ( ) 1 2 1 Sec 1 d u dx dx u u − = −...
8. (Cotx) y'=-1/ cotangent function y= (SiNx) ^2 9. y= (inverse sine function arcsinx y'=1/ 1-x^2 10.) V arccosine function y= (arccosx) y'=-1/ 1-x^2 11. V arctan function y= (arctanx) y'=1/ (1+x^2) 12. - y= (arccotx) y'=-1/ cotangent function (1+...
This is a triangular periodic solution expressed by sine and cosine functions, and it is different from the triangular periodic solutions in (1+1)-dimensional FKMM, which are expressed by tangent or cotangent functions [24]. In [61], the authors also studied these kinds of oblique traveling ...