cosecant$16936$ - définition. Qu'est-ce que cosecant$16936$
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Qu'est-ce (qui) est cosecant$16936$ - définition

TRIGONOMETRIC FUNCTION DEFINED AS SECANT MINUS ONE
Exsec; Excsc; Excosecant; Inverse exsecant; Inverse excosecant; Exsecant and excosecant; Excosec; Ex (function prefix); Exterior secant; Exterior cosecant; External cosecant; External secant; Outer secant; Outer cosecant; Outward cosecant; Outward secant; Exc (trigonometry); Exc (function); Exc (mathematics); Exs (trigonometry); Exs (function); Exs (mathematics); Exsecans; Exsekans; Excosecans; Exkosekans; Excosekans; Coexsecant; Exsecant and coexsecant; Co-exsecant; Inverse coexsecant; Segante; Secans exterior; Coexsec; Coexsecans; Koexsekans; Coexsekans; Natural external secant; Natural exsecant; Ex. sec.; Ex-secant; Ex.secant; Log ex secant; Logarithmic external secant; Log exsecant; Ex. secant; Logarithmic exsecant; Excosecant and coexsecant; Coexsecant and excosecant; Arcexsec; Arcexcsc; Exsecant and Excosecant

Cosecant squared antenna         
  • The antenna of this [[H2S radar]] shows the cosecant squared pattern in the increased curvature of the upper lip of the reflector plate.
A cosecant squared antenna, sometimes known as a constant height pattern, is a modified form of parabolic reflector used in some radar systems. It is shaped to send more radio energy in certain directions in order to smooth out the reception pattern of objects as their range changes in relation to the radar.
Exsecant         
The exsecant (exsec, exs) and excosecant (excosec, excsc, exc) are trigonometric functions defined in terms of the secant and cosecant functions. They used to be important in fields such as surveying, railway engineering, civil engineering, astronomy, and spherical trigonometry and could help improve accuracy, but are rarely used today except to simplify some calculations.
cotangent         
FUNCTION OF AN ANGLE
TrigonometricFunctions; Trigonmetic function; Cosecant; Cotangent; Cosec; Logarithmic sine; Logarithmic tangent; Circular trigonometric function; Circular function; Trigonometric Function; Trigonometric Functions; Tangens; Trigonometry table; Tangent (trigonometry); Circular functions; Trig function; Trig functions; Sin-cos-tan; Sine-cosine-tangent; Sine cosine tangent; Sin cos tan; Cotangent (trigonometric function); Tangent (trigonometric function); Tan(); Wrapping functions; Wrapping function; Tangent function; Prosthaphaeresis formulas; Sin^2(x); Secant function; Tan(x); Trig ratios; Trigonometric function; Kosinus; Kotangens; Kosekans; Sekans; Secans; Cot(x); Sec(x); Cosec(x); Trigonometic functions; Angle function; Cotg; Secant (trigonometric function); Cos X; Csc(x); Tan (function); Tangent (function); Trigonometric ratio; Secant (trigonometry); Cosecant (trigonometry); Cosinus rectus; Vertical cosine; Secant and cosecant; Sinus secundus; Cotangens; Cosecans; Sinus rectus secundus; Sinus secundus arcus; Sine complement; Sinus complementi; Prosinus; Local cosine tree; Tan (trigonometry); Cot (trigonometry); Sec (trigonometry); Cosec (trigonometry); Csc (trigonometry); Cotan (trigonometry); Ctg (trigonometry); Tg (trigonometry); Tg (trigonometric function); Ctg (trigonometric function); Tangens complementi; Secans complementi; Tangent complement; Secant complement; Secans interior; Goniometric functions; Goniometric function; Angle functions; Natural cosine; Natural tangent; Natural cotangent; Natural secant; Natural cosecant; Logarithmic cosine; Logarithmic cotangent; Logarithmic secant; Logarithmic cosecant; Tan function; Sin. com.; Cos.; Sco (trigonometry); Sc (trigonometry); Cos. (trigonometry); Tan. (trigonometry); T (trigonometry); Tang. (trigonometry); Tc (trigonometry); Cotangent function; Cosecant function; Sincostan
[k??'tand?(?)nt]
¦ noun Mathematics (in a right-angled triangle) the ratio of the side (other than the hypotenuse) adjacent to a particular acute angle to the side opposite the angle.

Wikipédia

Exsecant

The exsecant (exsec, exs) and excosecant (excosec, excsc, exc) are trigonometric functions defined in terms of the secant and cosecant functions. They used to be important in fields such as surveying, railway engineering, civil engineering, astronomy, and spherical trigonometry and could help improve accuracy, but are rarely used today except to simplify some calculations.