SIN(number)

Returns the sine of a number.

numberThe number you want the sine of.

Remarks

* This function is periodical with a period of 2PI.
* The "number" is the angle in radians.
* If "number" is not numeric, then #VALUE! is returned. Example 15.
* If your argument is in degrees, multiply it by PI/180 to convert it to radians.
* You can use the ASIN function to return the arc-sine. Example 14.
* You can use the COS function to return the cosine.
* You can use the TAN function to return the tangent.
* You can use the DEGREES function to convert from radians to degrees.
* For a working example refer to the Quant > Trigonometric Functions page.
* For the Microsoft documentation refer to support.office.com

 A
1=SIN(0) = 0.000
2=SIN(0.5) = 0.479
3=SIN(1) = 0.841
4=SIN(PI()/2) = 1.000
5=SIN(2.5) = 0.598
6=SIN(PI()) = 0.000
7=SIN(-0.5) = -0.479
8=SIN(-1) = -0.841
9=SIN(-PI()/2) = -1.000
10=SIN(-2.5) = -0.598
11=SIN(-PI()) = 0.000
12=DEGREES(SIN(0.5)) = 27.469
13=SIN(45*PI()/180) = 0.707
14=SIN(RADIANS(60)) = 0.866
15=SIN(RADIANS(90)) = 1.000
16=SIN(RADIANS(120)) = 0.866
17=SIN(RADIANS(180)) = 0.000
18=SIN(RADIANS(360)) = 0.000
19=SIN(ASIN(0.5)) = 0.5
20=SIN("some text") = #VALUE!

1 - What is the sine of 0 radians.
2 - What is the sine of 0.5 radians.
3 - What is the sine of 1 radian.
4 - What is the sine of (PI/2) radians.
5 - What is the sine of 2.5 radians.
6 - What is the sine of PI radians.
7 - What is the sine of -0.5 radians.
8 - What is the sine of -1 radians.
9 - What is the sine of (-PI/2) radians.
10 - What is the sine of -2.5 radians.
11 - What is the sine of -PI radians.
12 - What is the sine of 0.5 radians in degrees.
13 - What is the sine of 45 degrees.
14 - What is the sine of 60 degrees.

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