Add one from 55 to get a series of numbers one 54, one 53, one 52 What is the 100th integer? What is the sum of these 100 integers

Add one from 55 to get a series of numbers one 54, one 53, one 52 What is the 100th integer? What is the sum of these 100 integers


The 100th number
-55+99=44
The sum of these 100 integers is
(-54)+(-53)+...+45=1/2(-55+44)*100=-550



Blue sky wood processing factory has 56 workers, each worker can process 10 desks or 15 square stools every day on average. In order to supply the market, one desk and two square stools must be matched into a set of delivery. How to arrange the number of desks and square stools processing, so as not to cause waste, but also to maximize the supply?


If there are x people processing desks, the remaining (56-x) people are the production benches. According to the meaning of the question, we can get the equation: 2 × 10x = 15 (56-x), and the solution is x = 24, 56-24 = 32 (people). Answer: if we arrange 24 people to process desks and 32 people to process benches, we can make the processing desks and benches just match the delivery, so as not to cause waste and meet the supply



Blue sky wood processing factory has 56 workers, each worker can process 10 desks or 15 square stools every day on average. In order to supply the market, one desk and two square stools must be matched into a set of delivery. How to arrange the number of desks and square stools processing, so as not to cause waste, but also to maximize the supply?


If there are x people processing desks, the remaining (56-x) people are the production benches. According to the meaning of the question, we can get the equation: 2 × 10x = 15 (56-x), and the solution is x = 24, 56-24 = 32 (people). Answer: if we arrange 24 people to process desks and 32 people to process benches, we can make the processing desks and benches just match the delivery, so as not to cause waste and meet the supply



There are 56 people in Lantian wood factory. Each worker can process 10 desks or 15 benches per day on average. In order to supply the market, one bench must be matched with two desks
How to arrange the number of people to process desks and benches, so as not to cause waste, but also to meet the supply as much as possible? (answer with the strategy of solving problems)


[10.15]=30
30÷10=3
30÷5=2
2×2=4
4+3=7
56÷7=8
8×3=24
8×4=32
24×10=240
32×15=480
Answer: Processing desk 24 people, square stool 32 people



Blue sky wood processing factory has 56 workers, each worker can process 10 desks or 15 square stools every day on average. In order to supply the market, one desk and two square stools must be matched into a set of delivery. How to arrange the number of desks and square stools processing, so as not to cause waste, but also to maximize the supply?


If there are x people processing desks, the remaining (56-x) people are the production benches. According to the meaning of the question, we can get the equation: 2 × 10x = 15 (56-x), and the solution is x = 24, 56-24 = 32 (people). Answer: if we arrange 24 people to process desks and 32 people to process benches, we can make the processing desks and benches just match the delivery, so as not to cause waste and meet the supply



Blue sky wood processing factory has 56 workers, each worker can process 10 desks or 15 square stools every day on average. In order to supply the market, one desk and two square stools must be matched into a set of delivery. How to arrange the number of desks and square stools processing, so as not to cause waste, but also to maximize the supply?


If there are x people processing desks, the remaining (56-x) people are the production benches. According to the meaning of the question, we can get the equation: 2 × 10x = 15 (56-x), and the solution is x = 24, 56-24 = 32 (people). Answer: if we arrange 24 people to process desks and 32 people to process benches, we can make the processing desks and benches just match the delivery, so as not to cause waste and meet the supply



There are 56 workers in Lantian wood processing factory. Each worker can process 10 desks or 15 stools per day on average. In order to supply the market, one desk and two benches are required
Try to solve the problem with a fake


There are x people working on tables and 56-x people working on chairs
2*10X=15*(56-X)
20X+840-15X
35X=840
X=24
Answer: 32 people process square stool, 24 people process table
Hope it works for you



Blue sky wood processing factory has 56 people. Each worker processes 10 desks or 15 chairs per day
How to meet the supply?


If x workers produce desks, (56-x) workers produce chairs
If the number of table workers is x, then the number of stool workers is (56-x)
2×10X=15×(56-X)
20X=840-15X
35X=840
X=24



Blue sky wood processing factory has 56 workers, each worker can process 10 desks or 15 square stools every day on average. In order to supply the market, one desk and two square stools must be matched into a set of delivery. How to arrange the number of desks and square stools processing, so as not to cause waste, but also to maximize the supply?


If there are x people processing desks, the remaining (56-x) people are the production benches. According to the meaning of the question, we can get the equation: 2 × 10x = 15 (56-x), and the solution is x = 24, 56-24 = 32 (people). Answer: if we arrange 24 people to process desks and 32 people to process benches, we can make the processing desks and benches just match the delivery, so as not to cause waste and meet the supply



Blue sky wood processing factory has 56 workers, each worker can process 10 desks or 15 square stools every day on average. In order to supply the market, one desk and two square stools must be matched into a set of delivery. How to arrange the number of desks and square stools processing, so as not to cause waste, but also to maximize the supply?


If there are x people processing desks, the remaining (56-x) people are the production benches. According to the meaning of the question, we can get the equation: 2 × 10x = 15 (56-x), and the solution is x = 24, 56-24 = 32 (people). Answer: if we arrange 24 people to process desks and 32 people to process benches, we can make the processing desks and benches just match the delivery, so as not to cause waste and meet the supply