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五、现行计税政策下的年终奖无效区间与低效区间
2011-12-09 20:59:09 | 低效区间
五、现行计税政策下的年终奖无效区间与低效区间
 1、年终奖的无效区间

根据现行政策,在某些临界点会产生年终奖越多,税后所得越少问题,换言之,用人单位多发给员工年终奖,但员工到手的却少。这个区间就称之为年终奖的无效区间。年终奖的无效区间计算方法如下:

第一步,根据新的税率表,确定各税级的临界点

级数

全月应纳税所得额

税率(%

速算扣除数

1

不超过1500元的

3

0

2

超过1500元至4500元的部分

10

105

3

超过4500元至9000元的部分

20

555

4

超过9000元至35000元的部分

25

1005

5

超过35000元至55000元的部分

30

2755

6

超过55000元至80000元的部分

35

5505

7

超过80000元的部分

45

13505

 

由上表可知,第1级的临界点是:1500*12=18000元;

2级的临界点是:4500*12=54000元;

3级的临界点是:9000*12=108000元;

4级临界点是35000*12=420000元;

5级临界点是660000元;

6级临界点是80000*12=960000元。

第二步,根据临界点,计算每一级的临界区间

把年终奖的金额假设为X,先来计算第一个临界X的区间,也就是说当X超过18000时,有一个区间税后收入会比税前18000时要少,这个区间到哪一个值结束呢?当然是这个值的税后收入和18000的税后收入一样时达到临界区间的上限了。

第一个上限X的计算方法是这样的:X-(X*10%-105)=18000-18000*3%

第一个X=19283.33

同理,第二个上限X的计算方法:X-(X*20%-555)=54000-(54000*10%-105)
得出第二个X=60187.50

第三个上限X的计算方法:X-(X*25%-1005)=108000-(108000*20%-555)

得出第三个X=114600.00

依次类推。

根据以上两步的推算,新《个人所得税法》下的年终奖的无效区间可总结如下表:

级数

全月应纳税所得额

税率(%

速算扣除数

年终奖临界点(级数起点*12)

年终奖筹划点

年终奖无效区间

1

X≤1500

3

0

2

1500X≤4500

10

105

18000

19283.33

18000-19283.33

4

4500X≤9000

20

555

54000

60187.50

54000-60187.50

5

9000X≤35000

25

1005

108000

114600.00

108000-114600

6

35000X≤55000

30

2755

420000

447500.00

420000-447500

7

55000X≤80000

35

5505

660000

706538.46

660000-706538.46

9

X80000

45

13505

                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                            960000

1120000.00

960000-1120000

注:在年终奖无效区间内,企业多发奖金额,但员工税后领取的数比未多发少

 

2、现行计税政策下的年终奖低效区间

根据现行政策,经过推算可以查找出年终奖的6个无效区间。如果用人单位发放的年终奖在无效区间内,则呈现双输局面,即用人单位多发了年终奖,但员工得到的年终奖反而更少了。因此,用人单位在计发年终奖时一定要避开无效区间。

其实,年终奖不仅存在无效区间,显然还存在低效区间,比如用人单位避开无效区间,向劳动者支付1928433元年终奖,虽然跳出了第一个无效区间,员工得到的年终奖比18000元要多,但是员工最后到手的年终奖只比18000的年终奖多0.897元。显然,相对于支付18000元的年终奖,用人单位多支出了1284.33元,员工最后到手的只多拿了不到1元。我们可以将相对于年终奖临界点,企业多发奖金额但员工实际多领取数少于多发数的50%的这个区间叫做低效区间。年终奖低效区间的推算方法如下:

我们将员工多领取的年终奖金达到用人单位多发数50%的这个奖金数额设为X

第一个上限X的计算方法是:X-X*10%-105-17460=X-18000*50%

得出第一个低效区间的上限值是X=20887.5

第二个上限X的计算方法是:X-X*20%-555-48705=X-54000*50%

得出第二个低效区间的上限值是X=70500

第三个上限X的计算方法是:X-X*25%-1005-86955=X-108000*50%

得出第三个低效区间的上限值是X=127800

……有兴趣的可以继续推算

级数

奖金发放级距

年终奖筹划点

年终奖无效区间

年终奖低效区间

1

不超过18000

 

2

18000.01—54000

19283.33

18000.01-19283.33

19283.34-20887.5

4

54000.01—108000

60187.50

54000.01-60187.50

60187.51-70500

5

108000.01—420000

114600

108000.01-114600

114600.01-127800

6

420000.01—660000

447500

420000.01-447500

447500-516250

7

660000.01—960000

706538.46

660000.01-706538.46

706538.47-861666.67

9

超过960000

1120000

960000.01-1120000

1120000--2720000

 

六、年终奖与月工资搭配策略

例:AB两人年总收入一样都是10.2万元,A每月发放工资4000元,年终奖发放54000元,B每月工资发放3999元,年终奖54012元。

A的所得税为

年工资纳税:(4000-3500)*3%12=180

年终奖纳税:54000*10%-105=5295

合计纳税:5475

B的所得税为

年工资纳税:〔(3999-3500)*3%12=179.64

年终奖纳税:54012*20%-555=10427.04

合计纳税:10427.04

两人总收入一样,由于月工资与年终奖搭配不同税相差:4952.04

通过上面案例分析可以看出,由于现行政策针对年终奖的纳税计算政策的特殊性,为实现劳资共赢,除了需要对年终奖进行税收筹划,以避免年终奖的无效区间和低效区间。其实,年终奖与用工资之间也需要进行合理筹划,以达到节税和劳资共赢的目的。

1、当员工月工资低于个税费用扣除标准时的筹划策略

例:小王月薪为2000元(已扣除“三险一金”),年终奖为20000元。年终奖有两种发放方式可供选择,具体税负分析如下:

方式一:年终奖一次性发放:[20000-3500-2000元)]÷12=1541.67元,适用税率10%,速算扣除数105。则小钱应缴纳个税=[20000-(35002000]×10%1051745

方式二:若年终奖分12个月发放,即每月发放1666.67元(20000元÷12),一年应缴纳个税=[1666.6720003500)×3%]×1260元。

两种方法对比,方式一比方式二多缴税16851745元-60元)。

2、当员工月工资低于个税费用扣除标准时的筹划策略

例:若小李月工资11000元(已扣除“三险一金”),年终奖为24000元。年终奖有两种发放方式可供选择,具体税负分析如下:

方式一:若年终奖一次性发放,24000元÷12=2000(元),适用税率10%,速算扣除数105;则小钱全年缴纳个税=[11000元-3500元)×20%555]×12+(24000元×10%105)=945×12+2295=13635

方式二:若年终奖分12个月发放,即年终奖每月发放2000元,一年应缴纳个税=[11000元+2000元-3500元)×25%1005]×121370×12=16440元。

两种方法对比,方式二比方式一多缴税280516440元-13635元)

综上,年终奖与月工资搭配是比较复杂的一个问题,需要根据具体情况而定。根据我国现行的法规政策,年终奖与月薪之间的优化搭配可以总结为下表:

附:年终奖与月薪优化搭配策略一览表

月应纳税所得

税率(%

速算扣除数

级距

年薪范围

月工资范围

年终奖范围

X≤1500

3

0

1500

0

60000

78000

0

5000

0

18000

1500X≤4500

10

105

4500

78000

114000

150000

5000

8000

18000

54000

4500X≤9000

20

555

9000

150000

204000

258000

8000

12500

54000

108000

9000X≤35000

25

1005

35000

258000

570000

882000

12500

38500

108000

420000

35000X≤55000

30

2755

55000

882000

1122000

1362000

38500

58500

420000

660000

55000X≤80000

35

5505

80000

1362000

1662000

1962000

58500

83500

660000

960000

X80000

45

13505

>80000

:1、当扣除社保公积金后的工资薪金总额处于上表中各级次“年薪范围”的起点数与中位数之间时先确定年终奖的起点数剩余再按月平均确定月工资数

2、工资薪金总额处于各级次的“年薪范围”的中位数至终止数之间时应先确定月工资的终止数剩余再确定年终奖数额

 

如:以年薪10万为例,这个数字位于第二档的78000元的起点数至中位数114000之间,应先确定年终奖的起点数,即年终奖应定为18000元,剩余82000元平均确定为月薪数,即82000/12=6833.33元。这样年终奖18000适用的是3%的税率,而月薪6833.33-3500=3333.33元,适用10%的税率,总体纳税额比较少。

作者简介:石先广 上海同建律师事务所