Created
January 21, 2011 13:43
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A QnD Solution to GeertVL's Homework ;-)
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// Part 1. | |
// Implement a function prototype extension that caches function results for | |
// the same input arguments of a function with one parameter. | |
// | |
// For example: | |
// Make sin(1) have the result of Math.sin(1), but use a cached value | |
// for future calls. | |
Function.prototype.withCaching = function withCaching() { | |
if( ! this.cache ) { this.cache = {}; } // lazy initialization of cache | |
var method = this; | |
return function(input) { | |
if( typeof method.cache[input] == "undefined" ) { | |
var result = method.apply(this, [ input ]); | |
method.cache[input] = result; | |
} | |
return method.cache[input]; | |
}; | |
}; | |
// Part 2. | |
// Use this new function to refactor the code example. | |
// Some good test numbers: 524287, 9369319, 2147483647 (all primes) | |
var isPrime = function( num ) { | |
console.log( "looking ..." ); | |
var prime = num != 1; | |
// everything but 1 can be prime | |
for ( var i = 2; i < num; i++ ) { | |
if ( num % i == 0 ) { | |
prime = false; | |
break; | |
} | |
} | |
return prime; | |
}.withCaching(); | |
console.log( isPrime( 4 ) ); // looking ... false | |
console.log( isPrime( 4 ) ); // false | |
console.log( isPrime( 524287 ) ); // looking ... true | |
console.log( isPrime( 524287 ) ); // true | |
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