Created
July 11, 2010 23:14
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Math function that is self-reflective
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<script src="exp.js" type="text/javascript" charset="utf-8"></script> | |
<script type="text/javascript" charset="utf-8"> | |
// alert(ALL.plus(1).minus(5).dividedBy(2).times(1000)); | |
alert(ALL.equals(2).toThePowerOf(2).dividedBy(2).plus(100).plus(234).times(3).dividedBy(5)); | |
alert(ALL.getLog()); | |
// alert(typeof ALL.getLog) | |
</script> |
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var ALL = { | |
value: 0, | |
log: [], | |
_log: function(op,n) { | |
this.log.push(op + ' ' + n + ' = ' + this.value); | |
}, | |
_numberize: function(n) { | |
return parseFloat(n); | |
}, | |
equals: function(n) { | |
this.value = this._numberize(n); | |
this._log('equals',n); | |
return this; | |
}, | |
plus: function(n) { | |
this.value+=this._numberize(n); | |
this._log('plus',n); | |
return this; | |
}, | |
minus: function(n) { | |
this.value-=this._numberize(n); | |
this._log('minus',n); | |
return this; | |
}, | |
dividedBy: function(n) { | |
n = this._numberize(n); | |
this.value = (n == 0) ? 'infinity' : this.value /= n; | |
this._log('dividedBy',n); | |
return this; | |
}, | |
times: function(n) { | |
this.value*=this._numberize(n); | |
this._log('times',n); | |
return this; | |
}, | |
toThePowerOf: function(n) { | |
this.value = Math.pow(this.value, this._numberize(n)); | |
this._log('toThePowerOf',n); | |
return this; | |
}, | |
toString: function() { | |
return ''+this.value; | |
}, | |
getLog: function() { | |
return this.log.join('\n'); | |
} | |
} |
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