TESOL Certificate Program

Selecting and sequencing of tasks and experiences is an aspect of

Carrying out a needs analysis to decide on teaching content is an aspect of... Select one:

Getting students to comment on our teaching, is an aspect of Select one:

A method is a broader concept than an approach. Select one:

Which method was the first to challenge the Grammar-Translation Method? Select one:

Which two of the following principles underpin audiolingualism? 1. Focus on spoken rather than written language. 2. Work towards mastery through extensive drilling. 3. Give learners lots of grammar rules to memorize. 4. Teach learners about the language

Which of the following statements are implied by the morpheme order studies? Select one or more:

In a learner-centered classroom, learners are _______________ participants in the learning process. Select one:

Which of the following are pre-tasks? 1. look at a list of comprehension questions and try and predict the answers. 2. match newspaper headlines and photos before reading a newspaper article 3. classify a set of adjectives for describing people as ‘positive’, ‘negative’ or ‘neutral’ 4. listen to a conversation and use the information to complete a table Select one:

Which of the following is an example of a task follow-up? Select one:

Generally speaking, a learner’s listening skills will be about the same as their speaking skills. Select one:

The comprehensible input hypothesis argues that foreign language acquisition occurs when we comprehend messages that are … Select one:

Select the best response to complete the statement: Top down processing involves… Select one:

What are the functions of pre-listening tasks? Select one:

When designing listening tasks for learners, the teacher must consider ________________________. Select one:

Which of the following tasks require learners to do things that they would not often do in real life, but demonstrate language comprehension? Select one:

Read the following exercise: 1) Learners listen to a passage. 2) Learners imagine the story as they listen. 3) Learners listen to the same passage for a second time, but this time, they hear a bell at several points in the passage. 4) “As they listen, they fill in a cloze, (fill in the blanks) dictation sheet. 5) Each time they hear the bell, they write any word that fits the story as they imagined it. The imagined words go into the blanks on the dictation sheet. The exercise above is an example of _______________. Select one:

Read the dialogue and the teacher’s question that follows. Dialogue: A: Let’s go to the movies this weekend. B: That sounds fun. What time do you want to go? A: How about 8:00? B: That sounds great. Prior to listening to this dialogue, the teacher asks the learners the following question, “What time are they going to the movies?” Using the information above, which listening strategy are learners using to answer the teacher’s question? Select one:

Read the following task and decide what strategy it is practicing. “Write the main idea from a listening on the board along with three or four distracters. Often subpoints within the listening make good distracters. Students listen and identify the main idea.” Select one:

Read the dialogue and the teacher’s question that follows. Dialogue: Yuki: I can’t wait to get my new bike! Isaac: When do you get it? Yuki: Next week. I can’t wait! Prior to listening to this dialogue, the teacher asks the learners the following question, “How does Yuki feel?” Using the information above, which listening strategy are learners using to answer the teacher’s question? Select one:

In terms of the language pyramid, which is the correct sequence? Select one:

Which of the following is a free morpheme? Select one:

Which of the following statements is not a characteristic of the ‘strong’ version of communicative language teaching? Select one:

An utterance may not be a complete sentence. Select one:

Which is the best response to the following statement? Question: Was it John who called just now? Select one:

Read the following task. Task: Students have brought their favorite photos to class. In pairs, students ask questions to one another about their pictures and discuss their pictures with one another. The task above is designed to promote: Select one:

Read the following task. Task: Take a blank sheet of paper. Draw a circle in the upper right hand corner. Draw a triangle in the centre. Draw a square in the lower left hand corner. In the circle write a date that is important to you. In the triangle, write the name of a place that is important to you. In the square, write the name of a person that is important to you. The task above is designed to promote: Select one:

Read the following scenario. Scenario: A traveler is talking to a customs officer at the airport. The scenario above is most likely to involve _______________ speech. Select one:

Select the best response: Research shows that teachers do approximately …… per cent of the talking in classrooms. Select one:

Interactional speech is communicating with someone Select one:

Which of the following were listed as characteristics of reading? Select one or more:

A fluent reader can read about 200 words a minute with about __________ comprehension. Select one:

Learning to read in a second language is facilitated if learners can read in their first language. Select one

Two of the following four statements are false. Which are they? Phonics … Select one or more:

Intensive reading is designed to foster fluency. Select one:

Pick the statement that is false. In top-down approaches to reading… Select one:

Which type of reading refers to knowing what strategies to use and how to use and integrate a range of strategies? Select one or more:

Activating prior knowledge, anticipation guides are primarily used Select one:

The technique of repeated reading is designed to Select one:

Reading journals are designed to Select one:

Read the following task. TASK: Interview someone in your family about their childhood. 1. Make notes during the interview: For example: Who is your family member? ____________________ Where was this person born? ___________________ What is this person’s favorite childhood memory? ____________________________ 2. Write a draft about your interview. 3. Exchange your draft with a partner and make comments on your partner’s draft. 4. Look at your partner’s comments and revise your draft. Is the task above process-oriented or product oriented? Select one:

The following acts reflect... thinking, organizing, drafting, reading, revising, rereading, editing

The following task is... Complete the movie review __________ is a(n) __________ movie. It stars __________ and __________ . They are both __________ actors. I really __________ this movie __________ .

The following task is... Write a movie review for your school magazine. Make notes: the name of the movie: __________ / the type of movie: __________ the names of the stars: __________ what you think of the movie and the stars: ____________________________________________________ Write a draft. Exchange your draft with a partner and make comments on your partner’s draft. Look at your partner’s comments and revise your draft.

Teachers should explicitly correct all learners’ mistakes in their writings.

Brainstorming is a process of generatig ideas related to a topic.

Look at the rubric below. 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

Brainstorming, wordmapping and quickwriting are all examples of...

According to Dr. Nunan, one of the primary functions of writing in the second language classroom is to ___________________. Select one:

Which two things should you avoid when giving written feedback? Select one or more:

Which of the following learning theories underlies the technique of listen and repeat? Select one:

Which of the following statements best defines pronunciation? Select one:

According to Murphy, the technique of slow motion speaking is designed to promote Select one:

With the technique known as tracking, learners are not required to repeat after the recorded voices.

True or False: The following is a minimal pair exercise. 1. Listen. Is the final sound of each word /s/ or /z/? Write each word next to the correct sound. 1. sisters 3. aunts 5. brothers 7. parents 9. husbands 2. cousins 4. students 6. sons 8. grandmothers 10. teachers /s/ …………………………………………………………………………… /z/ ……………………………………………………………………………. Select one:

True or False: The following task is a segmental exercise. Which words are stressed? Listen to the example. Then listen and underline the stressed words. Ex. Can you speak English? 1. I can speak Spanish. 2. I can’t drive a truck. 3. Can you work weekends? 4. Yes, I can. 5. John can use PictureShop, can’t he? Listen again and practice. Select one:

The following exercise is designed to practice: Listen. Does the speaker’s voice rise or fall at the end of each question? Do you know where the gas station is? When does the bus get here? Is there a bookstore nearby? How do I get to the ferry terminal? Where is the drugstore? Are there any banks around here? Listen again and practice. Select one:

The following exercise is designed to practice Listen. Which is more important, the weather or the time? Circle W for Weather and T for Time. Ex. It will be warm tomorrow (W) T It will be warm tomorrow W (T) Select one:

Read the exercise below. Listen. Are these people sure about what they’re saying? Circle S for Sure or NS for Not Sure. 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 The exercise above is designed to practice _______________. Select one:

Read the exercise below. 1. Listen. Circle the word that you hear. 2. The teacher reads one word from each of the pairs below and the learners circle the word they hear on their handouts. Hit/heat filled/field lick/leak Rich/reach mit/meat ship/sheep The exercise above is designed to practice ____________________. Select one:

Which of the following examples is an example of a word family as defined by Nation in the textbook? Select one:

Which is the lowest frequency word below? (p. 137) Select one:

The average non-native speaker needs to know about __________ words to cope well in English. Select one:

All of the following are great ways for teaching high frequency words, EXCEPT: Select one:

Read the following scenario. Scenario: The teacher is going to have learners write sentences using vocabulary that was included in a story they have just read. The teacher says, “Please do not regurgitate from the book. I want your own sentences.” Based on the scenario above, which of the following explanations is the more useful to explain the meaning of ‘regurgitate’? Choose one answer. Select one:

Match the following descriptions with the term: Studying flashcards, with target language items on one side and a translation in the learner’s first language on the other side is an example of:

Match the following descriptions with the term: Listening to the teacher reading stories is an example of:

Speed reading is an example of

All of the following are multi-word units, EXCEPT: Select one:

Discussing personal opinions about a story that learners have read is an example of:

Judd says that learning a second language simply involves mastery over the linguistic components of the language. Select one:

The language classroom_________a cultural experience.

Read the following procedure. 1. The teacher and students brainstorm a list of possible places to go on the weekend. 2. Students listen to and then practice the following conversation: A: Where are you going to go this weekend? B: I’m going to the movies. How about you? A: I’m going to the beach. 3. Students practice the conversation again, using the places generated in Step 1, and give answers that are true to them. The procedure above is an example of a ____________________. Select one:

Read the task below. Teacher: Last week, we talked about what we do every day. For example, “I watch TV” or “I walk to school.” Today we will talk about what we did yesterday. To make the past tense of verbs, we add –ed to the end of the verb. For example, watch becomes watched. “Yesterday, I watched TV. Walk becomes walked. “Yesterday, I walked to school.” Now complete the following sentences: 1. Yesterday, I _______________ (wash) my face. 2. Yesterday, I _______________ (call) my friend. 3. Yesterday, I _______________ (talk) to my teacher. 4. Yesterday, I _______________ (play) baseball. 5. Yesterday, I _______________ (listen) to the radio. The task above involves learning grammar _______________. Select one:

Read the following sentence. Everybody is ready now, aren’t they? A _______________ grammarian would consider the sentence above ungrammatical. Select one:

Read the following dialogue. Teacher: I like pizza. Class: I like pizza. Teacher: Good. Broccoli. Class: I like broccoli. Teacher: Great! Yogurt. Class: I like yogurt. The dialogue above is an example of a ____________________. Select one:

Which of the following statements are TRUE? Select one or more:

How do students develop mastery of target language items? Select one:

The following is an______________________grammar exercise. We don’t say ‘a twenty-thousand-pounds motorbike’ or ‘an eight-minutes drive’. We often make compound adjectives … to talk about price, distance, height, weight and duration. When we make compound adjectives using a number + a noun we leave the plural –s off the nouns. Notice where the hyphens come. Rewrite these sentences with number adjectives. The first one has been done for you. 1. It takes two hours by car. It’s a two-hour drive. 2. The suit cost three hundred pounds. It’s a …………………………… 3. I had to wait for fifteen minutes. I had a …………………………. [Source: Deller, H. and A. Walkley 2004. Innovations Intermediate. London: Thomson Heinle]

Read the task description below. 1. Study the following statements. Underline all of the verbs ending in -ing and circle other verbs not ending in –ing. “I like playing soccer.” “I like to play soccer.” “She likes riding horses.” “She likes to ride horses.” “They like to go to the beach in the summer.” “They like going to the beach in the summer.” 2. Now work with 2 – 3 other students and decide. What is different with these statements? The task above teaches grammar ______________. Select one:

Read the following classroom extract. Teacher: Let’s practice the past tense. ‘eat/hamburgers’ Yuna? Yuna: I ate hamburgers. Teacher: Yes, good. I ate hamburgers. ‘teach/science’ Alberto? Alberto: I teached science. Teacher: I teached English?Alberto: I taught science. Teacher: Great! ‘ride/bike’ Miguel? Miguel: I rode a bike. Teacher: Rode a bike. Very good True or False: In the extract above, the teacher presents grammar in context. Select one:

The following task involves A. Look at the sentences and number the pictures (1 – 5). [Note – pictures not shown here] It’s too hot I don’t like hiking. It’s too expensive. We don’t speak Spanish. it’s too far. B. What activities could you do in these places? Bangkok _________ Miami _________ Paris _________ Mexico City _________ C. Look at the conversation and listen. Dennis: Where should we go on vacation? Renee: I think we should go to the beach. Dennis: No, It’s too hot. I think we should go hiking. Renee: But I don’t like hiking. D. Practice the conversation with a partner. Then practice again using other information from A and B. Select one:

The following is an example of which component of culture? Elderly people should be respected and revered. Select one:

According to Judd, which of the following represents what is typical for most people within a culture but does not apply to every person? Select one:

Discourse does not have to be longer than a sentence. For instance, “Stop,” or “Wait.” Select one:

Discourse ‘context’ includes all of the following, EXCEPT: Select one:

Which classroom mode involves minimal error correction and genuine communication? Select one:

Which of the following adjacency pairs contains a dispreferred sequence? Select one:

Which of the following are characteristics of classroom context mode? Select one or more:

Read the following classroom exchange. T: In the part of the story we just read, why do you think Charlotte wrote a message in her web? S: To help the pig. T: What do you think, Isaac? S: Charlotte doesn’t want Wilbur to die. T: Alright! It looks like we agree. The exchange above is an example of the ___________________ mode. Select one:

Read the scenario below. The teacher asks learners to work in groups of four to create a list of classroom rules. The groups create their lists of rules then report their rules to the class. Finally, the teacher and learners decide which rules to make as their classroom rules. The scenario above is an example of the ___________________ mode. Select one:

Which of the following features will make classroom discourse more natural? Choose at least one answer. Select one or more:

Read the question below. Question: Do you want to go out for dinner tonight? When speaking of adjacency pairs, which of the following is the preferred sequence to the question above? Select one:

Read the two transactions below. Transaction A: Teacher: What time is it? Student: It’s 3:00. Teacher: Great job! It’s 3:00. Transaction B: Teacher: What time is it? Student: It’s 3:00. Teacher: 3:00? Well, we better get ready to go. Which transaction is more communicative in nature? Select one:

To fully understand the meaning of the sentence, "It's raining," we must examine: Select one:

Look at the following sentence and choose the response which best describes the level of formality and the medium in which the discourse appears. Please join us for a sixteenth birthday celebration in honor of Thomas Daniel Smith, Saturday, March 7, 6:00 in the evening. Select one:

Which of the following are characteristics of CBI? Choose the BEST answer. 1. CBI provides a rich context for understanding language features 2. CBI provides interesting and relevant content 3. CBI uses listening and reading materials that are slightly above learners' current proficiency level 4. CBI provides a grammatically sequenced syllabus Choose one answer. Select one:

The approach known as content-based instruction (CBI) is a relatively new idea. Select one:

Which form of CBI requires the greatest degree of faculty coordination? Select one:

Teachers in CBI courses draw overt attention to language features. Select one:

Match the correct term with the description, respectively: A session on the ‘Steps in Writing a Law Report’ for a class of graduate students would be an example of ... A lesson on ‘Great Rivers of the World’ for a group of seventh graders would be an example of ... Sustained-content language instruction most closely resembles... A unit of work on ‘My Neighborhood’ for a group of fifth grade learners would be an example of...

Which of the following principles underpin content-based instruction? Select one or more:

Match the following miscommunications to the nonverbal area that was "violated", respectively: An ESL/EFL student does not make eye contact with the teacher. The teacher thinks the student is not interested in the topic of discussion. An American student feels uncomfortable when a Latin American student stands too close. The American student tries to move away.

In the introduction of the unit, all of the following words are used to describe what a coursebook is EXCEPT? Select one:

Coursebooks leave little room for adapting the coursebook for a group of learners. Select one:

Which of the following assertions are benefits of textbooks? Select one or more

Which of the following methods challenged the use of textbooks? Select one:

The teacher and learners should follow each page in the textbook. Select one:

What is the main reason for coursebook activities failing? Select one:

What are the main benefits of personalizing? Choose at least one answer. Select one or more:

‘Visual instruction’ means demonstrating what to do.

Which of the following are ways that teachers can monitor and follow-up on how the students are doing? Choose at least one answer. Select one or more:

When teaching about culture, our approach should be that each culture has differences, but none is superior to the others. Select one:

Judd recommends steps in teaching English language learners about cultural patterns of language use. Match the following steps to the correct purpose, respectively: To present naturally occurring language patterns to help learners understand them in the cultural context; To comprehend how the language is used in context; To provide opportunities for learners to practice the language in culturally appropriate situations.

Which of the following statements are true? (Choose at least one answer). Programmed instruction… Select one or more:

CALL fell from popularity in language learning because _________________________. Select one:

Which of the following suggestions are intended to be used to evaluate CALL software programs? Select one or more:

What strategies are suggested for supporting the CALL environment? Choose at least one answer. Select one or more:

The most traditional and still most common form of CALL programs include computer-based gap-fill drills and close exercises. Such exercises are based on _______________. Select one:

Correct Mark 1.00 out of 1.00 Flag question Question text Internet information treasure hunts are good for … Select one or more:

Concordancing teaches Select one:

Read the following task. Task: Go online and find five pieces of information about your favorite holiday. The task above is an example of ____________________. Select one:

Which of the following would be a good online tool for completing the following task? Task: Write about your favorite vacation. After you have completed your essay, go back through your essay changing all of the adjectives and adverbs by highlighting them and finding replacements. Select one:

What do you see as advantages of Web-based programs? Choose at least one answer. Select one or more:

Which of the following is not among Judd's recommendations of consciousness-raising activities for teaching nonverbal communication? Select one:

People tend to believe verbal messages over nonverbal ones. Select one:

Learning strategies can be defined as “a person’s natural habitual and preferred ways of absorbing, processing and retaining new information and skills.” Select one:

Learning styles are formed from which of the following influences? Choose at least one answer. Select one or more:

Field dependent learners learn best when material is presented sequentially and step-by-step. Select one:

Students who learn more effectively when they respond to new information immediately can best be described as Select one:

The broad categories of learning styles are ______________. Choose at least one answer. Select one or more:

Which of the following is an example of a socio-affective strategy? Select one:

What strategy is the teacher in the following classroom extract encouraging the students to use? Teacher: Good morning, class. Today, we’re going to practice talking about ability. Do you know what this means? Student: Um… things what we can do. Teacher: Yes. Talking about the things that we can do. We will practice questions first. Keiji, can you play the piano? Choose one answer. Select one:

The following exercise an example of_____________________________. Draw a line to show where each adverb should go in each sentence. a. Is it warm in the evening? usually b. Is it cold in Rio de Janeiro? rarely c. Does it snow in New York? often d. It is wet in London. always e. It snows in Sydney. never Do you know the rule? Complete the statement. “We usually place adverbs of frequency ………” [Source: Nunan, D. 1995. ATLAS Students’ Book 2. Boston: Heinle.]

The following task caters to global learners. Task: For homework, skim the following newspaper articles and write suitable headlines for them. .

What listening strategy does the following task exploit? Task: Listen to the conversation and check the phrases you hear. __ a boring person __ an interesting occupation __ an interesting person __ a young man __ an unusual occupation __ a strong man Select one:

Research has demonstrated that learners are able to take responsibility for their own learning and are able to make significant decisions about language learning. Select one:

Self-directed learning is only for autonomous learners. Select one:

All of the following strategies are strategies that teachers can use to foster autonomy in learners, EXCEPT: Select one:

Which of the following is not true about learner autonomy? Select one:

All of the following are roles of the teacher in an autonomous classroom, EXCEPT: Select one:

Coursebooks reduce learner autonomy. Select one:

Read the following task. Task: Please answer the following questions. What was the easiest thing to do in the previous role-play? What was the most difficult thing to do in the previous role-play? The task above is designed to ___________________________________. Select one:

The following classroom extract is designed to T: So, today were going to do two things, OK? We’re going to look at ways of expressing past and future expectations – we did some work on this last week, remember? And we’re going to describe interesting and significant events in the past. Now look quickly at the conversations in the handout. Write a “1” next to the statements that express past and future expectations and a “2” next to the statements that express interesting and significant past events. Select one:

Read the following classroom extract. Teacher: Okay, now that we have completed the pre-task, which task would you like to do first, the listening task or the reading task? In the extract above, the teacher ______________________________. Select one:

Read the following task. Task: Write down several strategies that you like for learning new vocabulary. Compare you list with your partner’s list. The task above is designed to ___________________________________. Select one:

Although the terms ‘assessment’ and ‘evaluation’ mean slightly different things, they are basically the same. Select one:

Why do we assess students? Please choose the BEST answer. 1. To prove that we are doing a good job 2. To give them a certificate 3. To identify their strengths and weaknesses 4. To place them in an appropriate class grouping Select one:

Would collecting data on the following factors be part of the assessment or evaluation process? pedagogical content affective aspects of learning materials and learning activities teaching / classroom management Select one:

Read the following scenario. Scenario: Students have just completed giving oral presentations on a culture of their choice. Two different teachers have watched and listened to the presentations and will assess the presentations. Both teachers give scores to each individual learner. After assessing each of the presentations, it is found that the teachers’ scores given to each individual learner are very different from one another. With the scenario above, the teachers’ scores are _______________. Select one:

Using the results of a grammar test as an indicator of conversational ability would be a(n) _______________ use of that test. Select one:

In order to ascertain learners’ ability to complete a specific communicative goal, we would use a(n) Choose one answer. Select one:

Rating scales are more likely to be used for assessing student performance on Select one:

Is the following task an assessment or evaluation task? TASK: Match the questions and answers Do you like movies? No, she doesn’t she likes jazz. What kind of art do you like? I don’t have one. Does she like classical music? No, they don’t. They like classical ballet. Does she like country music? Yes, I do. I like westerns. Who is your favorite singer? I love modern art. Do the like modern dance? Yes, he does. He likes rock music too. Select one:

Is the following task an assessment or evaluation task? TASK: Write down three new sentences or questions you learned this week. Select one:

Is the following task an assessment or evaluation task? TASK: How would you rate the quality of the … teaching excellent very good all right not very good poor materials excellent very good all right not very good poor class atmosphere excellent very good all right not very good poor administration excellent very good all right not very good poor Select one: