functions
Available Functions
Here are the functions available in our add-in:
Function | Description | Example |
sin(x) | The sine of x. | sin(28°) = 0,47 |
cos(x) | The cosine of x. | cos(28°) = 0,88 |
asin(x) | The inverse sine of x. | asin(0,2) = 0,20 rad |
arcsin(x) | The inverse sine of x. | arcsin(0,4) = 0,41 rad |
acos(x) | The inverse cosine of x. | acos(0,3) = 1,27 rad |
arccos(x) | The inverse cosine of x. | arccos(0,1) = 1,47 rad |
sinh(x) | The hyperbolic sine of x. | sinh(0,1) = 0,10 |
cosh(x) | The hyperbolic cosine of x. | cosh(0,02) = 1,00 |
asinh(x) | The inverse hyperbolic sine of x. | asinh(0,1) = 0,10 rad |
arcsinh(x) | The inverse hyperbolic sine of x. | arcsinh(0,3) = 0,30 rad |
acosh(x) | The inverse hyperbolic cosine of x. | acosh(1,3) = 0,76 rad |
arccosh(x) | The inverse hyperbolic cosine of x. | arccosh(2) = 1,32 rad |
tanh(x) | The hyperbolic tangent of x. | tanh(0,2) = 0,20 |
atanh(x) | The inverse hyperbolic tangent of x. | atanh(0,3) = 0,31 rad |
arctanh(x) | The inverse hyperbolic tangent of x. | arctanh(0,3) = 0,31 rad |
tan(x) | The tangent of x. | tan(20°) = 0,36 |
atan(x) | The inverse tangent of x. | atan(0,2) = 0,20 rad |
arctan(x) | The inverse tangent of x. | arctan(2) = 1,11 rad |
csch(x) | The hyperbolic cosecant of x. | csch(2) = 0,28 |
acsch(x) | The inverse hyperbolic cosecant of x. | acsch(0,5) = 1,44 rad |
arccsch(x) | The inverse hyperbolic cosecant of x. | arccsch(0,2) = 2,31 rad |
csc(x) | The cosecant of x. | csc(0,4) = 2,57 |
acsc(x) | The inverse cosecant of x. | acsc(1,3) = 0,88 rad |
arccsc(x) | The inverse cosecant of x. | arccsc(1,5) = 0,73 rad |
coth(x) | The hyperbolic cotangent of x. | coth(0,3) = 3,43 |
arccoth(x) | The inverse hyperbolic cotangent of x. | arccoth(1,1) = 1,52 rad |
acoth(x) | The inverse hyperbolic cotangent of x. | acoth(1,2) = 1,20 rad |
cot(x) | The cotangent of x. | cot(1,1) = 0,51 |
arccot(x) | The inverse cotangent of x. | arccot(1,1) = 0,74 rad |
acot(x) | The inverse cotangent of x. | acot(0,3) = 1,28 rad |
sech(x) | The hyperbolic secant of x. | sech(0,2) = 0,98 |
arcsech(x) | The inverse hyperbolic secant of x. | arcsech(0,3) = 1,87 rad |
asech(x) | The inverse hyperbolic secant of x. | asech(0,4) = 1,57 rad |
sec(x) | The secant of x. | sec(2,2) = -1,70 |
arcsec(x) | The inverse secant of x. | arcsec(50,3) = 1,6 rad |
asec(x) | The inverse secant of x. | asec(30,1) = 1,5 rad |
abs(x) | The absolute value of x. | abs(-2,4) = 2,40 |
ceil(x) | The smallest integer greater than or equal to x. | ceil(2,6) = 3,00 |
floor(x) | The largest integer less than or equal to x. | floor(2,6) = 2,00 |
ln(x) | The natural logarithm of x. | ln(23,2) = 3,14 |
log(x;y) | The y-based logarithm of x. | log(27;3) = 3,00 |
log10(x) | The ten based logarithm of x. | log10(130) = 2,11 |
log2(x) | The two based logarithm of x. | log2(512) = 9,00 |
norm(x1;x2;…) | The Euclidean norm of x1,x2,… | norm(2;23;45) = 50,58 |
pow(x,y) | The value of x raised to the power y. | pow(5;4) = 625,00 |
round(x) | The nearest integer to x. | round(5,77) = 6,00 |
cbrt(x) | The cube root of x. | cbrt(27) = 3,00 |
∛x (221b) | The cube root of x. | ∛27 = 3,00 |
sqrt(x) | The root of x. | sqrt(16) = 4,00 |
√x (221A) | The root of x. | √16 = 4,00 |
sqrt4(x) | The fourth root of x. | sqrt4(64) = 2,83 |
∜x (221C) | The fourth root of x. | ∜64 = 2,83 |
nthroot(x) | The nth root of x. | nthroot(16;2) = 4,00 |
mean(x1;x2;…) | The mean of x1, x2… | mean(5;17;3,6;78,9) = 26,13 |
min(x1;x2;…) | The min of x1, x2… | min(5;17;3,6;78,9) = 3,60 |
max(x1;x2;…) | The max of x1, x2… | max(5;17;3,6;78,9) = 78,90 |
factorial(x) | The factorial of x. | factorial(5) = 120,00 |
x! | The factorial of x. | 5! = 120,00 |
frac(x;y) | The quotient of x and y. | frac(7;3) = 2,33 |
combination(x;y) | The number of combinations to choose x items from a total of y items. | combination(5;3) = 10,00 |
unitycheck(x) | Check if the value of x is between 0 and 1 (inclusive). | unitycheck(36/58) = 0,62 |
if(x;y;z) | If x is true return y else return z. | if(true;5;0) = 5,00 |
Questions about the usage of functions in Calculate in Word? Check out our support page for more information.