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How many Lbs


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#1 ADDB

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Posted 08 November 2016 - 07:23 PM

Hey there,

How many lbs (goto endings) are there in Casio Basic? I know of 0-9 And A-Z are there some more I don't know of?
Thanks for help.

Greetings

#2 frankmar98

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Posted 08 November 2016 - 08:41 PM

Hi, there are 39 labels, 0-9, A-Z, r and θ.



#3 ADDB

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Posted 08 November 2016 - 09:53 PM

Hmmm are there some tricks to get more?^^

#4 frankmar98

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Posted 08 November 2016 - 10:05 PM

Can you show us the program?

 

I think that using more than 39 labels is a mess, and you can write the program using other structures.

 

What do you want to do?

 

Also, keep in mind that Casio Basic is an interpreted language, for making huge programs you can program in C.

 

Although casio basic is very good



#5 ADDB

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Posted 08 November 2016 - 10:22 PM

Well copying the program from my calculator in here would Be... a lot work...
It's a kind of Library for like 20different Programms, so that there are a few labels xD
You're right, it's a huge mess but it works!
Well i'm not good at C, better to say I never tried C, so that Casio Basic is the only possibility

Another question, is there a way to get a change the way how a number gets displayed? (wether 1/2 or 0,5) ?

#6 frankmar98

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Posted 08 November 2016 - 10:57 PM

You can export it as PDF with a pdf printer.

 

The other question:

It depends on the model. In SET UP you can configure it in the normal operation mode. In program mode you can try to do the same and write the command of Math or Line. But it depends on the model.

In my fx-9750GII it isn't avaiable in program mode.



#7 pan.gejt

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Posted 09 November 2016 - 10:15 AM

Well, the trick really exists, maybe you can divide the program into main program and several subroutines (see the page 8-16 in the UG)  to surpass the limit. 

a small example (heron's formula):

 

main program:

TEST

"A"?->A:"B"?->B:"C"?->C:

Prog "TEST1"

sqrt(S(S-A)(S-B )(S-C))

 

subroutine as a new program:

TEST1

(A+B+C)/2->S

 

and run program named TEST, input sides and the result is the area of the triangle 


Edited by pan.gejt, 09 November 2016 - 10:18 AM.





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