Reputation: 506
I am trying to find a simple way to perform a set of javascript math operations without using eval() function. Example: 1+2x3x400+32/2+3 and it must follow the PEMDAS math principle. This is what I have, but it doesn't work exactly it should.
function mdas(equation) {
let operations = ["*", "/", "+", "-"];
for (let outerCount = 0; outerCount < operations.length; outerCount++) {
for (let innerCount = 0; innerCount < equation.length; ) {
if (equation[innerCount] == operations[outerCount]) {
let operationResult = runOperation(equation[innerCount - 1], operations[outerCount], equation[innerCount + 1]);
var leftSideOfEquation = equation.substr(0, equation.indexOf(innerCount - 1));
var rightSideOfEquation = equation.substr(equation.indexOf(innerCount), equation.length);
var rightSideOfEquation = rightSideOfEquation.replace(rightSideOfEquation[0],String(operationResult));
equation = leftSideOfEquation + rightSideOfEquation;
innerCount = 0;
}
else {
innerCount++;
}
}
}
return "Here is it: " + equation; //result of the equation
}
Upvotes: 1
Views: 1856
Reputation: 206688
If you don't want to use a complete library like mathjs - and you don't want to tackle creating your own script which would involve: lexical analysis, tokenization, syntax analysis, recursive tree parsing, compiling and output...
the simplest banal suggestion: Function
const calc = s => Function(`return(${s})`)();
console.log( calc("1+2*3*400+32/2+3") ); // 2420
console.log( calc("-3*-2") ); // 6
console.log( calc("-3 * + 1") ); // -3
console.log( calc("-3 + -1") ); // -4
console.log( calc("2 * (3 + 1)") ); // 8
/(-?[\d.]+)([*\/+-])?/g
.str.replace(/ /g , "")
[[fullMatch, operand, operator], [.. ]
we can than further flatten it using Array.prototype.flat()undefined
value.calc
Object with the needed operation functions*/
and than +-
as regular expressions /\/*/
and /+-/
let str = "-1+2 * 3*+400+-32 /2+3.1"; // 2386.1
str = str.replace(/ +/g, ""); // Remove all spaces!
// Get operands and operators as array.
// Remove full matches and undefined values.
const m = [...str.matchAll(/(-?[\d.]+)([*\/+-])?/g)].flat().filter((x, i) => x && i % 3);
const calc = {
"*": (a, b) => a * b,
"/": (a, b) => a / b,
"+": (a, b) => a + b,
"-": (a, b) => a - b,
};
// Iterate by MDAS groups order (first */ and than +-)
[/[*\/]/, /[+-]/].forEach(expr => {
for (let i = 0; i < m.length; i += 2) {
let [a, x, b] = [m[i], m[i + 1], m[i + 2]];
x = expr.exec(x);
if (!x) continue;
m[i] = calc[x.input](parseFloat(a), parseFloat(b)); // calculate and insert
m.splice(i + 1, 2); // remove operator and operand
i -= 2; // rewind loop
}
});
// Get the last standing result
console.log(m[0]); // 2386.1
Upvotes: 4
Reputation: 3490
It's a little hacky, but you can try something like this:
var eqs = [
'1+2*3*4+1+1+3',
'1+2*3*400+32/2+3',
'-5+2',
'3*-2',
];
for(var eq in eqs) { console.log(mdas(eqs[eq])); }
function mdas(equation) {
console.log(equation);
var failsafe = 100;
var num = '(((?<=[*+-])-|^-)?[0-9.]+)';
var reg = new RegExp(num + '([*/])' + num);
while(m = reg.exec(equation)) {
var n = (m[3] == "*") ? m[1]*m[4] : m[1]/m[4];
equation = equation.replace(m[0], n);
if(failsafe--<0) { return 'failsafe'; }
}
var reg = new RegExp(num + '([+-])' + num);
while(m = reg.exec(equation)) {
var n = (m[3] == "+") ? 1*m[1] + 1*m[4] : m[1]-m[4];
equation = equation.replace(m[0], n);
if(failsafe--<0) { return 'failsafe'; }
}
return equation;
}
Upvotes: 1