English translation Attention! Use attributive clauses, and there are appositives in them Liu Xiang, from Shanghai, was born on July 13, 1983. He is 188CM TALL and weighs 74kg Mr. Zhang, an English teacher, was born on January 27, 1973. He is 173cm tall and has black hair My name is Li Chun, 18 years old, Chinese girl, living in No.40 Dongfeng Road, Guangzhou Jackie Chan, an excellent actor and director, was born on May 7, 1954. He is regarded as an Asian superstar Zhang Xiaoyue, 16, is studying in Shenzhen middle school. Her dream is to go to university Will adopt as soon as possible, do not computer translation, thank you very much

English translation Attention! Use attributive clauses, and there are appositives in them Liu Xiang, from Shanghai, was born on July 13, 1983. He is 188CM TALL and weighs 74kg Mr. Zhang, an English teacher, was born on January 27, 1973. He is 173cm tall and has black hair My name is Li Chun, 18 years old, Chinese girl, living in No.40 Dongfeng Road, Guangzhou Jackie Chan, an excellent actor and director, was born on May 7, 1954. He is regarded as an Asian superstar Zhang Xiaoyue, 16, is studying in Shenzhen middle school. Her dream is to go to university Will adopt as soon as possible, do not computer translation, thank you very much

1.Liu Xiang, who was born in Shanghai on July 13th,1983, is 188cm tall and 74 kilograms heavy.2.Mr. Zhang, an English teacher, who was born on January 27th,1973, is 173cm tall and has black hair.3.I'm...

It's June 10, 2011. How many days are there before September 26, 2011

26-10+30+31+31=97

How many days are left before June 6, 2011?

6 + 31 + 30 + 31 + 31 + 28 + 31 + 30 + 31 + 6 = 255 days

If a is a rational number which is not 1, we call 1 / 1-A the difference reciprocal of A. for example, the difference reciprocal of 2 is 1 / 1-2 = - 1, and the difference reciprocal of - 1 is 1 / 1 - (- 1) = 1 / 2

This topic is very detailed
a1=1/3,a2=3/2,a3=-2,a4=1/3
So an is a sequence with a period of 3, that is, a (n + 3) = an. 2011 = 1 + 3 (670)
a2011=a1=1/3

At 1, 2, 3 In 499 and 500, the number 2 appears______ Times

There are 20 in 1-99 (22 has 2 2), 20 in 100-199, 100 in 200-299 (2 in 100), 20 in 20 (2 in 10), 20 in 300-399 (322 has 2 2), and 20 in 400-499 (422 has 2 2). Therefore, a total of 20 × 4 + 100 = 200

At 1, 2, 3 In 499 and 500, the number 2 appears______ Times

There are 20 in 1-99 (22 has 2 2), 20 in 100-199, 100 in 200-299 (2 in 100), 20 in 20 (2 in 10), 20 in 300-399 (322 has 2 2), and 20 in 400-499 (422 has 2 2). Therefore, a total of 20 × 4 + 100 = 200

There are 500 pages in a book, with pages 1, 2, 3, 4 499, 500, the number "2" appears in the page______ Times

10-99, 2 appeared 10 times in the number (2, 12, 22 92) appeared 10 times in the 10th place, (20, 21 29) a total of 20 times. Between 200-300, 100 places appear 100 times, a total of 120 times. Other places, such as 100-199, appear the same times as 0-99, and then the sum can be added finally. The remaining 100-199300-500 appear: 3 × 20 = 60, so a total of 20 + 120 + 60 = 200 times

At 1, 2, 3 In 499 and 500, the number 2 appears______ Times

There are 20 in 1-99 (22 has 2 2), 20 in 100-199, 100 in 200-299 (2 in 100), 20 in 20 (2 in 10), 20 in 300-399 (322 has 2 2), and 20 in 400-499 (422 has 2 2). Therefore, a total of 20 × 4 + 100 = 200

At 1, 2, 3 In 499 and 500, the number 2 appears______ Times

There are 20 in 1-99 (22 has 2 2), 20 in 100-199, 100 in 200-299 (2 in 100), 20 in 20 (2 in 10), 20 in 300-399 (322 has 2 2), and 20 in 400-499 (422 has 2 2). Therefore, a total of 20 × 4 + 100 = 200

1+2+3+4.499+500=?

1+499+2+498.+ 500
500/2 *500+ 500
250+1 *500
251*500
This is the basic principle of operation. It doesn't count for a long time