Trigonometry in MV Workstation

Sine, cosine, tangent, their reciprocals and inverses. Angles can be written in degrees, radians or turns.

Type the maths the way you write it and MV Workstation shows the exact answer, the working and, where it helps, a picture you can drag.

Things to try

What it isType this
Right anglesin(pi/2)
Degreessin 30 degrees
Reciprocalsec 60°
In plain Englishthe sine of 30 degrees
Identitysin^2(x) + cos^2(x)
Inverse functionsin^-1(1)

Tools

Pictures you can drag

Functions

FunctionWhat it doesExample
sin(x)Sine of x. Plain numbers and pi are radians; write 30 degrees or 30° for degrees.sin(pi/2)
cos(x)Cosine of x, in radians.cos(0)
tan(x)Tangent of x, in radians.tan(pi/4)
asin(x)Inverse sine, result in radians. Also written sin^-1(x).asin(1)
acos(x)Inverse cosine, result in radians. Also written cos^-1(x).acos(0)
atan(x)Inverse tangent, result in radians. Also written tan^-1(x).atan(1)
sec(x)Secant: 1 / cos(x).sec(pi/3)
csc(x)Cosecant: 1 / sin(x). Also written cosec.csc(pi/6)
cot(x)Cotangent: 1 / tan(x).cot(pi/4)
asec(x)Inverse secant. Also written arcsec or sec^-1(x).asec(2)
acsc(x)Inverse cosecant. Also written arccsc or csc^-1(x).acsc(2)
acot(x)Inverse cotangent, between 0 and pi. Also written arccot.acot(1)
sinh(x)Hyperbolic sine.sinh(1)
cosh(x)Hyperbolic cosine.cosh(1)
tanh(x)Hyperbolic tangent.tanh(1)

Open MV Workstation, it is free

MV Workstation is a visual maths whiteboard that solves, shows the steps and draws as you type. It runs in your browser and works offline.