[Lucasheer]

I wanted to post something on this website, and this is just something I made awhile back. You pass an equation to it as a string (ex: "5+-5*3-(2+2*(-422+2)*5)-51/-2", and it returns 4213.5 😉

image :
htt p://i.imgur.co m/z0wbGTT.png

code :
htt p://pastebin.co m/4v11L7AH

It is perfectly accurate, however, it is kinda inefficient. I was 15 when I coded this, well still 15, but ill be 16 tomorrow! So my birthday revolution is making more efficient code 😁

Its original purpose was for project that takes scratch.mit games/applications, and converts them into .jar and .apk executables. However, Java has string equation solving, and its a ton faster 🤣 If I had to do this again, I'd probably tackle it with a token system method, much like RPM calculators, instead of parsing strings.

Have fun with the code though, and skype me at LucasHeer715, if you need any help.

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Sorry it wouldn't let me post picture or code, because of my amount of posts :'(

[hfTP54]

happy birthday :D
just random text here

[Barret]

Ahh, i like these lil things. i can help you make it perfect if you want. i got the perfect methods i wrote to do so.

[Ninja]

Code:
http://pastebin.com/4v11L7AH

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Anyways I suggest you do a more OOP approach, make a parser to parse the equation into segments (PEMDAS) and then solve them and use recursion to parse them again, etc.

[Lucasheer]

I will probably go with that type of approach on my next try. I am happy with the accuracy of my equation solver, but I am not happy with the speed. It solves over 1000 times slower than compiled .net..

Thanks for uploading the pic and pastebin though! :)