6 Work in groups. Group A R p109. Group B R p117. Follow the instructions.

Quickly browse pairs of work. List adjectives used to describe emotions: Choose four adjectives such as excitement, stress. Tell your partner about your last feeling like this

Reading of vocabulary punctuation: Letters to newspapers; Listening: News coverage helps deaf people to review, too much, too much (not enough); adjectives to describe emotions

4 a) Phrase verbs have 2 or 3 parts, verbs and 1 or 2 particles. Please look at the table. Then write phrase verbs c) and d) in table 3.

¿ Some half-phrase verbs are not original sentences. I can not understand the meaning of verbs and particle.

Nighttime neighborhood I lived in a rental apartment for the past 6 months, and until recently life was quiet and peaceful. But now, a couple of new people have moved next to them, they make my life impossible. The main problem is that they hosted parties throughout the week. Sometimes their friends will arrive at their apartment at 2 am or 3 am when they complain that they just said to me to leave. My two children were unable to sleep due to the noise, so I had not slept adequately. I go to school in the evening twice a week, but I have to give up as I am too tired to go. When I got home, I took off my coat and fell asleep in front of the TV - of course until the party began next to me

All these made me very depressed and tired, and I can not tolerate the noise anymore. I like to live here, I will make friends with all the other neighbors, but these people are nightmares. I do not want to return to the parents' house where we lived, but I do not know what else to do. Does your reader have any suggestions for me?

a) Start life with a new family b) Be kind to someone like him / her c) Sit in a chair after standing d) Tolerate e) Stop ceasing f) Stop exiting the place g) Continue ) Back j) Delete

1 What is wrong with Yvonne? 2 How did she try to solve the problem? 3 How did you change her in this problem?

2 What is the second person you want to do? 3 How far is the nearest neighbor of the third neighbor? 4 Why do you think children are in trouble? 5 Why is it important for a fifth person to park near my home?

¿ 1/2 In spoken English, we often use words and phrases to give you time to think well. These fillers have no meaning

8 a) Underline the filler in these statements. 1 Okay, except for one person, I associate very well with all my neighbors. 2 They have a teenage son, you see, he is like learning to play.

A) Think about the problem near you. I make 8 sentences too much, it is not over-making (not enough). Please use the words and phrases in the box, or your own ideas

10 a) List 5 things you want to improve the town / city (or the city / city you are studying)

b) Work in pairs. Please explain why the contents of the list were selected. Then pick the 5 best ones from the two lists.

c) Study in a large group or the whole class. I agree with the final list of 5 things. Which do you think is the most important?

Ether is a type of organic compound containing an ether group - two alkyl or oxygen atoms bonded to an aryl group. They have the general formula R - O - R ', where R and R' represent an alkyl group or an aryl group. Ethers can be subdivided into two classes: if the alkyl groups are the same on both sides of the oxygen atom, they are simple or symmetrical ethers, and if they are different, the ether is called mixed or asymmetric ether. A typical example of the first group is a solvent commonly referred to simply as "ether" (CH 3 --CH 2 --O - CH 2 --CH 3) and the anesthetic diethyl ether. Because ether is a common link between carbohydrates and lignin, it is common in organic chemistry and more common in biochemistry.

Let S be a collection and let FS be a free group on S. Let R be a set of words on S, then R gives a subset. To form a group in terms of expression, the idea is to take the quotient of the smallest normal subset so that each element of R is identified. R can not be used to obtain quotients, as regular sub - groups as well as R may not be sub - groups. The solution is to use the normal closure N in R. Next, we define that group as a quotient. The usual way is to write an association in the form of words where x and y are S. What does this mean. This has an intuitive meaning that the image of x and y must be equal in quotient. For example, it is the same as affiliate list. Another common shorthand is to write for interchanges