Changes

==Description==

==Description==

Consider &nbsp;&nbsp;&nbsp; '''x = 90'''&nbsp;&nbsp;&nbsp;  then &nbsp;&nbsp;&nbsp;  '''=COSEC(RADIANS(90))'''&nbsp;&nbsp;&nbsp; gives &nbsp;&nbsp;&nbsp;'''1''' <br/>

Consider &nbsp;&nbsp;&nbsp; '''x = 90'''&nbsp;&nbsp;&nbsp;  then &nbsp;&nbsp;&nbsp;  '''=COSEC(RADIANS(90))'''&nbsp;&nbsp;&nbsp; gives &nbsp;&nbsp;&nbsp;'''1''' <br/>

This function gives the cosecant of angle 'x' in radians .This function is the reciprocal of SIN function. i.e.,cosec(x)=1/sin(x).In a right angled triangle cosec(x)=hypotenuse/opposite side.To convert the radian value in to degrees multiply with 180/PI() or we have to use the radians function like COSEC(RADIANS(45)).This function is also denoted by CSC(x)

This function gives the cosecant of angle 'x' .This function is the reciprocal of SIN function. i.e.,cosec(x)=1/sin(x).In a right angled triangle cosec(x)=hypotenuse/opposite side. Here x is in radians. To convert a degree value to radian, multiply 'x' with PI()/180 or use the radians function RADIANS(X). This function is also denoted by CSC(x)

The following example shows how COSEC is applied to an array of numbers containing numbers 1..10.

The following example shows how COSEC is applied to an array of numbers containing numbers 1..10.