Math Is Fun Forum / A powerful mobile math computing platform/web tool

gauss_infinity · 2012-10-24 12:44:50

*Note: This math tool is for educational/academic purposes to solve larger scale math problems.

My friends and I are working on a public mobile computing platform that could be of interest to this community.

The URL is at: rapidcalculator.com

RapidCalculator.com is a free mobile large-scale computing platform (this is like a heavily souped up TI-83 or TI-89). We create the capability for users to perform heavy calculations on the web or on their mobile devices.

Perform intensive math/science/engineering calculations, matrix operations like multiplication/inverses, plot graphs of functions, operations on polynomials like multiplication/differentiation/integration, evaluate Fast Fourier Transforms, manipulate complex numbers and much more! Does not require any installation or plugin.

This tool is currently still under continuous development and enhancement (this is our first stable release), and we appreciate your feedback! Let us know what math functions that we should add, and what features would generally be useful for scientists/engineers/students/teachers. If it is feasible we will try to program it in. We are continuously adding new technical functions.

To start you guys off, as an initial math exercise you could perhaps do the following computation

, which is tedious by hand, but in RapidCalculator you will just type the command:

poly_x[(cos(x)^3+sin(6*x)^5+1/log(x)^2).ddiff{x,20}]

and see the results!

A lot of other larger-scale calculations not possible on your graphing calculators/mobile devices will be possible on our computing platform.

Thanks, and we appreciate feedback!

Last edited by gauss_infinity (2012-11-02 13:32:24)

bobbym · 2012-10-24 16:19:59

Hi;

Welcome to the forum. Nice work! it could use multiprecision floating point.

gauss_infinity · 2012-10-25 11:27:24

Hi Bobbym,

Thanks for your recommendation and encouragement! yes, we have put your suggestion for the floating point precision on our to-do list. We hope the users of this forum would benefit from this powerful math platform!

Again, the link is at rapidcalculator.com

and our facebook page is at facebook.com/ProAlgorithms where we will be posting all updates to the platform.

Once again, thanks to everyone who tried it! Math on!

bobbym · 2012-10-25 15:47:26

Hi;

What are you coding in?

gauss_infinity · 2012-10-25 20:57:35

hi Bobbym;

we are coding in php and C++

bobbym · 2012-10-25 21:35:49

Hi;

Very good. You have come a long way with it already.

gauss_infinity · 2012-11-01 07:32:50

rapidcalculator.com

We added some new useful math functions:

1) Ability to define multinomial functions (maximum number of variables is 26 if you use all the single letter alphabets)
2) Ability to perform operations on these functions like derivatives, integrals, partial derivatives, partial integrals
3) Cleaning up of some notation, for example previously for sine you have to type the command _sin(), but now you can just use sin()
4) Improved performance and display

Check out our computing platform at rapidcalculator.com

Last edited by gauss_infinity (2012-11-02 13:32:43)

anonimnystefy · 2012-11-01 08:25:00

0^0 returns 1 for some reason...

gauss_infinity · 2012-11-01 10:42:45

Hi anonimnystefy,

Thanks for trying the computing platform. yea, 0^0 should be indeterminate form, however we default anything to the power of zero to be one, so the final answer is 1.

We hope this computing platform is useful to math students and teachers alike!

math on!

try it at rapidcalculator.com

anonimnystefy · 2012-11-01 10:44:32

Okay. I was also wondering if you are planning on doing something like sums?

Last edited by anonimnystefy (2012-11-01 10:44:51)

gauss_infinity · 2012-11-01 10:49:45

Hi anonimnystefy,

sums of what? If you can give some examples we can try to program it in if it is feasible

Thanks!

_______

rapidcalculator.com

Last edited by gauss_infinity (2012-11-01 10:54:38)

anonimnystefy · 2012-11-01 10:57:09

Well, for example, if something like sum(expression,i,a,b) was entered it would return:

.

Also a nice thing to have would be a function that returns the coefficient of a certain power of a certain variable in a certain polynomial. E.g.:
For x^2*y+2*x*y^2+100 and variable y to the power 2, it would return 2*x.

bobbym · 2012-11-01 11:06:50

Hi gauss_infinity;

Yes, some summation would be nice.

anonimnystefy · 2012-11-01 11:45:12

One more thing would be to be able to plot a one variable polynomial in any specified (one letter) variable.

Also,the message outputed when an erronous input is given is kinda... not very well put together,though that's just a minor aesthetic thing.

gauss_infinity · 2012-11-01 12:05:52

Hi all,

Sure! Thanks for all the input...we will try to address these in our next revision of the platform.

______________

rapidcalculator.com

bobbym · 2012-11-01 12:11:16

Hi;

It is a lot of work even for a couple of guys. So far you have done well.

anonimnystefy · 2012-11-01 12:25:10

Thank you. I wish you the best in your project. How many of you are working on it?

gauss_infinity · 2012-11-01 13:45:17

Hi anonimnystefy and bobbym,

Two of us are working on it now. And thanks for the suggestions from both! We will keep you guys posted.

__________

rapidcalculator.com - Try out our mobile computing platform for math/science

Last edited by gauss_infinity (2012-11-01 13:45:56)

anonimnystefy · 2012-11-01 19:40:02

Wow, all that work for just two guys! Anyway, keep up the food work!

Agnishom · 2012-11-02 00:06:44

Is

undefined? Why?

bobbym · 2012-11-02 00:14:17

Hi;

0^0 is 1.

bobbym · 2012-11-02 00:15:48

Hi;

0^0 is 1. It is sometimes defined as indeterminate but mostly you will see it as 1.

Agnishom · 2012-11-02 00:44:18

What would be the logic to take it as indeterminate?

bobbym · 2012-11-02 00:55:24

I believe some books point out that

x^0 and 0^x have different limits as x approaches 0.

But most mathematicians agree that 0^0 = 1 is more useful so they define it like that.

anonimnystefy · 2012-11-02 06:37:04

0^0 as indeterminate is more useful when you define x^0 to be x/x, because 0/0 is indeterminate.

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#1 2012-10-24 12:44:50

A powerful mobile math computing platform/web tool

#2 2012-10-24 16:19:59

Re: A powerful mobile math computing platform/web tool

#3 2012-10-25 11:27:24

Re: A powerful mobile math computing platform/web tool

#4 2012-10-25 15:47:26

Re: A powerful mobile math computing platform/web tool

#5 2012-10-25 20:57:35

Re: A powerful mobile math computing platform/web tool

#6 2012-10-25 21:35:49

Re: A powerful mobile math computing platform/web tool

#7 2012-11-01 07:32:50

Re: A powerful mobile math computing platform/web tool

#8 2012-11-01 08:25:00

Re: A powerful mobile math computing platform/web tool

#9 2012-11-01 10:42:45

Re: A powerful mobile math computing platform/web tool

#10 2012-11-01 10:44:32

Re: A powerful mobile math computing platform/web tool

#11 2012-11-01 10:49:45

Re: A powerful mobile math computing platform/web tool

#12 2012-11-01 10:57:09

Re: A powerful mobile math computing platform/web tool

#13 2012-11-01 11:06:50

Re: A powerful mobile math computing platform/web tool

#14 2012-11-01 11:45:12

Re: A powerful mobile math computing platform/web tool

#15 2012-11-01 12:05:52

Re: A powerful mobile math computing platform/web tool

#16 2012-11-01 12:11:16

Re: A powerful mobile math computing platform/web tool

#17 2012-11-01 12:25:10

Re: A powerful mobile math computing platform/web tool

#18 2012-11-01 13:45:17

Re: A powerful mobile math computing platform/web tool

#19 2012-11-01 19:40:02

Re: A powerful mobile math computing platform/web tool

#20 2012-11-02 00:06:44

Re: A powerful mobile math computing platform/web tool

#21 2012-11-02 00:14:17

Re: A powerful mobile math computing platform/web tool

#22 2012-11-02 00:15:48

Re: A powerful mobile math computing platform/web tool

#23 2012-11-02 00:44:18

Re: A powerful mobile math computing platform/web tool

#24 2012-11-02 00:55:24

Re: A powerful mobile math computing platform/web tool

#25 2012-11-02 06:37:04

Re: A powerful mobile math computing platform/web tool

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