This week, I discovered a new math game for Android: Match The Math (https://play.google.com/store/apps/details?id=com.engcross.matchthemath).

I have seen this app converts a string to a math expression and solves it in real-time. So I though about how doing it in Scilab, to get a string like

Scilab has an interesting way to create "one line" functions, e. g.

deff('[x]=func(a,b)', 'x=a+b');

Where

With this concept in mind, we can use a inline function to parse a string to a arithmetic expression because deff() uses only strings as arguments.

Let's use a common function definition, with a string to be parsed as argument, and one inline function inside:

Now our function is ready, we can test it using different expressions as arguments.

-->parsingStr2Arithmetics("2")

ans =

2.

-->parsingStr2Arithmetics("2+2")

ans =

4.

-->parsingStr2Arithmetics("2+2*5")

ans =

12.

-->parsingStr2Arithmetics("(2+2)*5")

ans =

20.

-->parsingStr2Arithmetics("(2+2)*5 - 3")

ans =

17.

For finishing this post, I recommend you to try Match The Math game, it's really cool and improves our math and problems solving skills.

I have seen this app converts a string to a math expression and solves it in real-time. So I though about how doing it in Scilab, to get a string like

*"2*5 + 2"*and return the number that corresponds to the result of the expression, in the example*12*(*= 2*5 + 2*).Scilab has an interesting way to create "one line" functions, e. g.

*sum2numbers(a,b)*where this function should return just*a+b*. This way is called inline functions and is defined like following:deff('[x]=func(a,b)', 'x=a+b');

Where

*'[x]=func(a,b)'*defines the structure of the function with*x*being the return,*func*is the name of the function and*a*and b are the arguments;*'x=a+b'*is what the function executes when is called:*x=a+b*.With this concept in mind, we can use a inline function to parse a string to a arithmetic expression because deff() uses only strings as arguments.

Let's use a common function definition, with a string to be parsed as argument, and one inline function inside:

*function [x]=parsingStr2Arithmetics(s) // definition of the function*

deff('[x]=f()', 'x='+s); // creates inline function that parses the string

x = f(); // calls the function to return it result

endfunction; //end of the functiondeff('[x]=f()', 'x='+s); // creates inline function that parses the string

x = f(); // calls the function to return it result

endfunction; //end of the function

Now our function is ready, we can test it using different expressions as arguments.

-->parsingStr2Arithmetics("2")

ans =

2.

-->parsingStr2Arithmetics("2+2")

ans =

4.

-->parsingStr2Arithmetics("2+2*5")

ans =

12.

-->parsingStr2Arithmetics("(2+2)*5")

ans =

20.

-->parsingStr2Arithmetics("(2+2)*5 - 3")

ans =

17.

For finishing this post, I recommend you to try Match The Math game, it's really cool and improves our math and problems solving skills.