1、apply 方法

apply:调用一个对象的一个方法,用另一个对象替换当前对象。例如:B.apply(A, arguments);即A对象应用B对象的方法。

apply方法最多只能有两个参数——新this对象和一个数组argArray。如果给该方法传递多个参数,则把参数都写进这个数组里面,当然,即使只有一个参数,也要写进数组里。如果argArray不是一个有效的数组或arguments对象,那么将导致一个TypeError。如果没有提供argArray和thisObj任何一个参数,那么Global对象将被用作thisObj,并且无法被传递任何参数。

示例代码:
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" alt="7d2ee7326b125f6cbcbc2723caa7c919.png" />

其他用法:
求最大值:Math.max.apply(Math, arr)
求最小值:Math.min.apply(Math, arr
数组合并:Array.prototype.push.apply(arr1,arr2) //返回合并数组的长度

2、call 方法

call:调用一个对象的一个方法,用另一个对象替换当前对象。例如:B.call(A, args1,args2);即A对象调用B对象的方法。

示例代码:
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" alt="3de2a45029661c8e8d550eb902bc7d4e.png" />
扩展:实现数组合并 Array.prototype.concat.call([], arr1, arr2)

3、bind 方法

bind:创建一个 新函数,称为绑定函数,当调用这个绑定函数时,绑定函数会以创建它时传入 bind() 方法的第一个参数 作为 this,传入 bind() 方法的 第二个以及以后的参数加上绑定函数运行时本身的参数按照顺序作为原函数的参数来调用原函数。

示例代码:
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" 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bind第二个用法 :偏函数(Partial Functions)
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" 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