Twenty-Eight Function Calculator for Long Numbers

Take this number:

X = 0.

And Add This Number: ( x + y )

And Subtract This Number: ( x - y )

And Multiply By This Number: ( x * y )

And Divide By This Number: ( x / y )

And Take the Square Root: (sqrt(x))

And Raise to This Power: (x^y) (x^y)

And ake This Root:

And Calculate X Factorial (X!).

And Calculate Combinations X Choose Y (xCy).

And Calculate Permutations X Choose Y (xPy).

And Apply the Natural Logarithm Function (log(x)).

And Apply the Natural Exponential Function (exp(x)).

And Apply the Sine Function (sin(x)).

And Apply the Cosine Function (cos(x)).

And Apply the Tangent Function (tan(x)).

And Apply the Secant Function (sec(x)).

And Apply the Cosecant Function (csc(x)).

And Apply the Cotangent Function (cot(x)).

And Apply the Arcsine Function (asin(x)).

And Apply the Arccosine Function (acos(x)).

And Apply the Arctangent Function (atan(x)).

And Apply the Hyperbolic Sine Function (sinh(x)).

And Apply the Hyperbolic Cosine Function (cosh(x)).

And Apply the Hyperbolic Tangent Function (tanh(x)).

And Apply the Inverse Hyperbolic Sine Function (asinh(x)).

And Apply the Inverse Hyperbolic Cosine Function (acosh(x)).

And Apply the Inverse Hyperbolic Tangent Function (atanh(x)).

And Find The Prime Factors.

And TRY Factoring Beginning With This Divisor:

Y = 0.

Using radians for angles

Using degrees for angles

Using gradians for angles

Use Engineering Notation

Accuracy level:

100 digits

200 digits

300 digits

400 digits

500 digits

600 digits

700 digits

800 digits

900 digits

1000 digits

1100 digits

1200 digits

1300 digits

1400 digits

1500 digits

2000 digits

3000 digits

4000 digits

5000 digits

software max

Yes, this calculator has been revised (again) as of 12/4/2011, and now supports the use of engineering notation for input and output.

For accuracies greater than 10,000 digits, you might like this Java applet calculator, Revised 10/21/2011.

Also, for complex number calculations, there is this corresponding Java applet calculator for complex numbers, Revised 10/21/2011.

The software will remove all "digits" other than those in the list: "0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 0, e, E, -, ." from the text boxes. Negative numbers are specified by entering a single hyphen in the first position. Thus, the number "-.00043215678" can also be specified as "-432.15678e-6". Maximum level of accuracy varies from a low of 10,000 digits for trigonometric calculations to 60,000 digits for addition or subtraction. However, I discourage you from selecting "max" accuracy due to the extended wait time needed to produce those results. Restrictions on the number of input digits for which calculations will be attempted do exist, but are generous.

Help with automating this page.

There is a Windows-application version 1.11.31.16 of this software available, revised October 21, 2011, which you can install by following this link. This revision provides faster computation of many functions (especially when the accuracy setting is large) compared to the previous version. If you have previously downloaded an earlier version of this application you are encouraged to update your software. The application allows you to "roll back" to a previously-installed version in the event you are not happy with the newer version (see "Add/Remove Programs" or "Programs and Features" in Windows Control Panel).

Also, there is a Windows-application version 1.11.35.20 of this software that works with complex numbers (A complex number is a number that can have an imaginary part... If you don't understand what an "imaginary" number could be, you are advised to just ignore this software for now...) available, revised November 25, 2011, which you can install by following this link. This revision provides a bug fix over the previous version. The bug in the previous version caused calculations to fail unpredictably. If you have previously downloaded an earlier version of this application you are encouraged to update your software. The application allows you to "roll back" to a previously-installed version in the event you are not happy with the newer version (see "Add/Remove Programs" or "Programs and Features" in Windows Control Panel).