Math/Stat Calculator          
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Mathematics and Statistics Calculator
 
The Math/Stat calculator is designed to work with columns of data. In general the data is in the following format:
 
Input data format
 
 For functions with two varibles (+, -, *, and  /), the input data should be in two columns as (x1, x2). The result of the operations
are x1 + x2, x1 - x2, x1 * x2, and x1 / x2, respectively.
 For functions with one varible (i.e., cos( x ) ), the input data can be in one column or multiple columns. Results are displayed in a matrix form if the input data is in a matrix form.
 For funtions with array variable (i.e, max( x ), std( x )), the input data in each column is an array.
Functions
 
+   plus: x1 + x2
-   minus: x1 - x2
*   time: x1 * x2
/   divide: x1 / x2
abs   absolute value: |x|
acos   arc cosine: acos(x)
asin    arc sine: asin(x)
atan    arc tangent: atan(x)
atan2(x2, x1)    converts rectangular coordinates (x1, x2) to polar (r, theta)
ceil    the smallest integer value that is not less than x: ceil(x)
cos   	the trigonometric cosine: cos(x)
E    Euler's number e
exp   	Exponential function: exp(x)
floor   the largest integer value that is not greater than x: floor(x)
inverse   inverse: 1/x
mod(x, a)    the remainder of x - n * a
ln   	the natural logarithm (base e): loge(x)
log10   	the logarithm (base 10): log10(x)
loga   	the logarithm (base a): loga(x)
max   	the greatest value in an array: max(x)
mean    mean value of an array: mean(x)
min   	the smallest value in an array: min(x)
PI    the constant Pi
power       x to the a-th power: xa
random    random number between 0 and 1
round   	round to the coloses integer: round(x)
round2    round to the a-th decimal point: round(x, a)
std    standard deviation of an array: std(x)
stdN-1    bias-corrected standard deviation of an array: stdN-1(x)
sin   	the trigonometric sine: sin(x)
sqrt   	positive square root: sqrt(x)
sum    sum of an array: sum(x)
tan   	the trigonometric tangent: tan(x)
toDegrees    converts an angle measured in radians to degrees
toRadians    converts an angle measured in degrees to radians
var    variance of an array: var(x)
 
Thanks for using our software! Please let us know your suggestions and comments.
 
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