Note: Questions like this change over time as browser engines change how their optimizations work. For a recent look comparing:
Math.pow(x1, 2)
x1 * x1
x1 ** 2 // ES6 syntax
See this revised performance test and run it in the browsers you care about: https://jsperf.com/math-pow-vs-simple-multiplication/32.
As of April 2020, Chrome, Edge and Firefox show less than 1% difference between all three of the above methods.
If the jsperf link is not working (it seems to be occasionally down), then you can try this perf.link test case.
Original Answer from 2014:
All performance questions should be answered by measurement because specifics of the browser implementation and the particular scenario you care about are often what determine the outcome (thus a theoretical discussion is not always right).
In this case, performance varies greatly by browser implementation. Here are are results from a number of different browsers in this jsperf test: http://jsperf.com/math-pow-vs-simple-multiplication/10 which compares:
Math.pow(x1, 2)
x1 * x1
Longer bars are faster (greater ops/sec). You can see that Firefox optimizes both operations to be pretty much the same. In other browsers, the multiplication is significantly faster. IE is both the slowest and shows the greatest percentage difference between the two methods. Firefox is the fastest and shows the least difference between the two.
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Note: Questions like this change over time as browser engines change how their optimizations work. For a recent look comparing:
Math.pow(x1, 2)
x1 * x1
x1 ** 2 // ES6 syntax
See this revised performance test and run it in the browsers you care about: https://jsperf.com/math-pow-vs-simple-multiplication/32.
As of April 2020, Chrome, Edge and Firefox show less than 1% difference between all three of the above methods.
If the jsperf link is not working (it seems to be occasionally down), then you can try this perf.link test case.
Original Answer from 2014:
All performance questions should be answered by measurement because specifics of the browser implementation and the particular scenario you care about are often what determine the outcome (thus a theoretical discussion is not always right).
In this case, performance varies greatly by browser implementation. Here are are results from a number of different browsers in this jsperf test: http://jsperf.com/math-pow-vs-simple-multiplication/10 which compares:
Math.pow(x1, 2)
x1 * x1
Longer bars are faster (greater ops/sec). You can see that Firefox optimizes both operations to be pretty much the same. In other browsers, the multiplication is significantly faster. IE is both the slowest and shows the greatest percentage difference between the two methods. Firefox is the fastest and shows the least difference between the two.
In ES6 you can do the following with Exponentiation (x ** y), which produces the same result as Math.pow(x,y):
function squareIt(number) {
return number ** 2;
}
console.log(squareIt(5));or you can use a JavaScript library called BigInteger.js for the purpose.
alert(bigInt(5).square());<script src="https://cdnjs.cloudflare.com/ajax/libs/big-integer/1.6.40/BigInteger.min.js"></script>var square = document.createElement('div');
square.className = 'square';
document.body.appendChild(square);
Here's the fiddle: http://jsfiddle.net/Ysw9n/
If you use jquery it's really a simple thing to do:
$("#your-button-id").click(function() {
$("#your-square-parent-id").append('<div class="your-square-class"> </div>');
});
But you can do that without jquery as well as Joseph stated above. Anyways, hope it is useful.