数组定义的方法一:
var Myarr=new Array(); //先声明一维
for(var i=0;i<2;i++){ //一维长度2
Myarr[i]=new Array(); //再声明二维
for(var j=0;j<3;j++){
Myarr[i][j]=i+j; //赋值,每个数组元素为i+j
}
}
定义方法二:
var Myarr=[[0,1,2],[1,2,3]]
练习:定义一个10*10的二维数组,值为1到100,打印成10*10的矩阵
<script>
var Myarr=new Array();
for(var i=0;i<10;i++){ //定义一维,10行
Myarr[i]=new Array();
for(j=0;j<10;j++){ //定义二维,10列
Myarr[i][j]=10*i+j+1; //赋值,1到100
if(j==9){ //每10个换一行
document.write(Myarr[i][j]+"<br>");
}
else{
document.write(Myarr[i][j]+" ");
}
}
}
</script>
运行效果如图:
aaarticlea/png;base64,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" 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