How to write English words on the desk

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• 1. Wahaha, the price of each bottle of mineral water is 1.2 yuan. Now a and B stores offer preferential policies: 10% discount for all stores a, 20% discount for more than 20 bottles in B store, and no discount for less than 20 bottles in B store. If you are a consumer, which store is suitable? (consider four options)
• 2. The distance between a and B is 520 km. It takes 8 hours for a truck to go from a to B, and 10 hours for a bus to go from B to a. the two cars go from a to B at the same time. After a few hours, the distance between the two cars is 52 km
• 3. The walking speed ratio of a and B is 13:11. If a and B start from a and B at the same time and walk in opposite directions, they will meet in 0.5 hours. If they walk in the same direction, it will take () hours for a to catch up with B A. 4.5B. 5C. 5.5D. 6
• 4. A and B set out from a and B at the same time. A rode a bicycle, B drove a car, and drove along the same route at a constant speed. After three hours of departure, they met. It is known that B traveled 90 kilometers more than a when they met, and arrived at a after 1:00. What are the speeds of a and B?
• 5. The two vehicles of Party A and Party B run from two places of 600km at the same time. Car a runs 45km per hour, car B runs 40km per hour, and car a runs for two hours first B car just leave. B car and a car meet after a few hours
• 6. The distance between the two cities is 564 km. Two trains leave the two cities at the same time and meet each other in 6 hours. It is known that the speed of the first train is 2 km faster than that of the second train per hour. What are the speeds of the two trains?
• 7. A car runs 130km. At this speed, it runs for 5 hours from place a to place B. how many kilometers are there in a and B? (with proportional solution)
• 8. 1. My son is 13 years old and my father is 40 years old. Is there a year when my father's age is four times that of my son? Why? 2. Wang Lei went to the shoe store and spent 188 yuan to buy a pair of shoes. The shoes were sold after 20% off the price. The price of the shoes is How much is the price? 3. Dad saved Xiaoming's education savings for three years (the annual interest rate for three years is 2.7%). After three years, he can withdraw 5405 yuan. How many yuan did he begin to deposit? 4. Divide 100 into two parts so that the result of adding 3 to the first number is equal to that of subtracting 3 from the second number. What are the two numbers? 5. When grandfather and grandson play chess, grandfather wins one game and grandson wins one game and gets three points. After eight games, the two score equally. How many games have they won? 6. A document needs to be printed. It takes Xiao Li 6:00 to do it independently and Xiao Wang 8:00 to do it independently. If they do it together, how long will it take? 7. A harvester harvests a piece of wheat field. In the morning, it harvests 25% of the wheat field, and in the afternoon, it harvests 20% of the remaining wheat field. As a result, there are 6 hectares of wheat field left to be harvested? 8. A shop sells two pieces of clothes at 60 yuan each. One of them earns 20% and the other loses 25%. So does the shop earn or lose, or neither? 9. The speed of train a from place a to place B is 60 km / h, and that of train B from place B to place a at the same time is 90 km / h. It is known that a and B are 200 km apart. How far is the place where the two trains meet from place a? 10. After a and B separated, they went in the opposite direction along the railway track. At this time, a train came to a head-on at an average speed. It took 18 seconds for the train to pass by a, and then it took 17 seconds for the train to pass by B. It is known that the walking speed of both of them is 3.6 km / h. how long is the train? 11. Divide 99 into four numbers, so that the first number of 99 plus 2, the second number minus 2, the third number multiplied by 2, and the fourth number divided by 2, all the results are equal. How should we divide 99 into four numbers? 12. The tombstone of the Greek mathematician dutufan (3rd-4th century) recorded: "one sixth of his life is a happy childhood; after living one twelfth of his life again, his cheeks grow fine whiskers; after living one seventh of his life again, he gets married; after five years, he has a son and feels very happy; but his son only lives half of his whole age; after his son's death, he gets married, He spent four years in agony and died. " (1) What was his age when he got married? (2) What was his age at the time of his death? 13. Xiao Gang and Xiao Ming go to the countryside by bike. They decide to start from home at 8 a.m. in advance. They expect to ride 7.5 kilometers per hour and arrive at their destination at 10 a.m. before they start, they decide to arrive at their destination at 9 a.m., so how many kilometers per hour? 1. If the speed of a ship in still water is 7 km / h and the speed of water is 2 km / h, then the speed of the ship upstream is 0_________ The velocity down the river is__________ . 2. When the car is on a slope, the upward speed is 40 km / h, and the downward speed is 60 km / h, then the average speed of a round trip is 40 km / h___________ . 3. In a section of two track falling Road, two or opposite trains pass by. If train a is 180 meters long and train B is 160 meters long, the wrong time of the two trains is 4 seconds, and it is known that train a is 5 meters faster than train B, then the speeds of train a and train B are_____ 、 1. The distance between a and B is 112 kilometers. A and B drive from a and B at the same time. A travels 4 kilometers more per hour than B. after two hours, they meet. How many kilometers do they travel per hour? 2. A circular track is 400 meters long. A practices cycling, with an average of 550 meters per minute; B practices long-distance running, with an average of 250 meters per minute? 3. Car a and car B drive from south to north. The speed of car a is 48 kilometers per hour, and that of car B is 72 kilometers per hour. After car a leaves for 25 minutes, car B leaves. How many hours will car B catch up with car a? 4. Xiao Wang rowed at a speed of 12 kilometers per hour in still water. Today, he went back and forth to a certain river. It took 10 hours to go upstream and 6 hours to go downstream. The speed of the river was calculated I want it by 11 o'clock. Okay, I'll give you 50 more
• 9. My son is 13 years old. My father is 40 years old. Is there a year when my father is four times as old as his son?
• 10. Is there a year when the son is 13 and the father is 40? The father's age is 4 times of the son's? Why is it negative!
• 11. There are 49 heads and 100 feet in the same cage? (solved by equation)
• 12. How to calculate the formula of mu? What is the length and width of an mu?
• 13. A number is a factor of 64 and a multiple of 8. There are () such numbers
• 14. Five trucks transport 1200 cases of bananas in total. According to this calculation, how many cases of bananas will be transported by three more trucks
• 15. A school is going to organize 290 students to carry out field investigation activities. There are 100 pieces of luggage. The school plans to rent 8 cars of two models a and B. It is understood that each car of type a can carry 40 people and 10 pieces of luggage at most, and each car of type B can carry 30 people and 10 pieces of luggage at most (1) to rent X type a cars, please help the school design the possible car rental scheme (2) if the rental fee of each car is 2000 yuan and 180 yuan, please choose the most economical one
• 16. Rational number calculation (important process) (1)33.1-(22.9)+(10.5) (2)(-8)-(-15)+(-9)-(-12) (3)-2/3+(-1/6)-(-1/4)-1/2 (4)3/5-3/2+(-11/4)+13/4
• 17. The number corresponding to a on the number axis is a, the number corresponding to B is B, satisfying | A-12 | + | B + 6 | = 0, and O is the origin If point a stays in place, point B still moves to the left at the speed of 1 unit per second, M is the midpoint of line ob, and N is the midpoint of line ab. during the movement of point B, whether the line Mn changes or not, if it changes, explain the reason, if it does not change, explain its length
• 18. Xiao Ming, Xiao Gang and Xiao Hua have 80 stamps. The ratio of each one is 2:3:5. The teacher rewarded them with 100 more stamps to make them as many as they have How many stamps did the teacher give them
• 19. It is known that it is the sum of the first n terms of Sn arithmetic sequence, and the equal proportion middle term of one third S3 and one fourth S4 is one fifth S5 And the mean term of one third S3 and one fourth S4 is 1
• 20. Reading questions in grade five The harder the better, the faster the better. Good answer,