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The workshop director deliberately gave someone an extra 100 yuan in the second distribution of wages, and then returned it. The workshop director can put these hundreds of dollars into his own pocket, and he does not have to pay personal income tax.
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This phenomenon is a common phenomenon in enterprises, mainly because the financial system is relatively strict, all salaries and bonuses must fall on people's heads, and the workshop director can only take some illegal means if he wants to keep a small treasury.
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If it is given by mistake, this situation will be refunded, and many units will directly deduct it from the next salary.
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If the secondary distribution refers to bonuses or performance, it should be distributed according to labor performance, so it is not evenly distributed.
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It is normal for the workshop director to make extra money, and if you are not satisfied with his decision, you had better report him to the co-workers.
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If you have selfish intentions, return it to him after you get it.
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This is equivalent to blatant deception and kickbacks.
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He is using the public for personal gain, and his character is not good, and sooner or later he will run into a ghost.
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This may be because the workshop director has a better relationship with that person! Now this situation is very normal, is it strange?
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When the workshop director was redistributing his salary, he deliberately gave someone an extra few hundred yuan and asked him to return it back
It's a boring behavior, the director does it himself, and the responsibility is not to tell someone next to him, so he can't frame someone because of this. After doing more, and then taking it back, it is obviously not helping someone. So the workshop director just did a useless job, so it's likely that he wasn't bad, but simply stupid.
Not intentionally, just negligently.
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One-tenth of the workers from workshop A are transferred to workshop B, and the number of workers in the two workshops is exactly equal, and the number of workers in workshop A is more than that in workshop B.
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Hello dear! I'm glad to answer for you, this is a smile for you to find: B is A's 1-1 10x2=8 10=4 5 A is B's 5 4 more 5 4-1 1 4=25% From workshop A to transfer one-tenth of people to workshop B, the number of people in the two-year-old workshop is equal, then the original number of people in workshop A is more than workshop B (25%) I hope to help you, I wish you a happy life!
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B is 1-1 of A 10x2=8 10=4 5A is 5 4 of B
More than 5 4-1 1 4=25%.
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We divided the number of people in workshop A into 10 equal parts, and after giving workshop B 1 share, the number of people in the two workshops was equal. At this time, there are 9 copies of workshop A, that is, 9 10 of the original number, then the current number of people in workshop B is equal to 9 10 of workshop A, minus 1 10 to it, so the original number of people in workshop B is 8 10 = 4 5 of the original number of people in workshop A. Therefore, the number of people in workshop A is more than that in workshop B
Therefore, choose B.
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The total number of people in the two workshops a, the original workshop A has (5 8) a, workshop B has (3 8) a, after the transfer of 90 people, ((5 8) a-90) x3 = ((3 8) a + 90) x2, a = 400, the original workshop A has 250 people, workshop B has 150 people.
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The number of people in the first workshop = 180 (1-1 6) = 150 (people) The number of people in the second workshop = (150-2) 2 = 74 (people) The second workshop originally had workers = 74-180 1 6 = 44 (people) Answer: The second workshop originally had 44 workers.
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There are x people in the second workshop.
According to the conditional column equation, we get:
180*5 6=2*(x+180 6)+2 gives x=44
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Because the number of people in the first two workshops is the same, the number of people in the original two workshops is x, then the following equation is obtained.
x-30=(x+30)*2/5
That is, x-(2 5)x=30*2 5+30
Solution x=70
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30x2 (1-2 5) = 100 people.
100-30 = 70 people.
The two workshops originally had 70 people.
It's better to use this one.
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