* Your assessment is very important for improving the workof artificial intelligence, which forms the content of this project
Download Improving a Curriculum - People Server at UNCW
Untranslatability wikipedia , lookup
French grammar wikipedia , lookup
Scottish Gaelic grammar wikipedia , lookup
Ancient Greek grammar wikipedia , lookup
Malay grammar wikipedia , lookup
Russian declension wikipedia , lookup
Pipil grammar wikipedia , lookup
Romanian nouns wikipedia , lookup
Improving a Curriculum 1. Create big ideas if a packaged curriculum or textbook does not have them. a. In elementary math, teach the number line. _____________|_______________ -5 –4 –3 –2- 1- 0 +1 +2 +3 +4 +5 Also, teach that the 4 operations are all versions of counting--forward and backward, by ones and by groups of ones. b. In history, (1) the concept of freedom; (2) the model/theory that all social arrangements (social class relations, economic systems, religious systems, family systems) are combinations of ideas (concepts, values) and technologies (ways of doing things); (3) the model/theory that societal problems (over resources, conflict, power) lead to solutions and that solutions have consequences (desirable and undesirable). 2. Create strands if a curriculum or text does not have them. For example, a. In beginning reading, add a strand (brief tasks in 100 lessons) on explicit phonics instruction (sound/symbol sounding out words). b. In any subject, teach comprehension of text (e.g., a progression of questions: repeat sentence, who did…, what happened…, why do you think…, think of another thing that…what figures of speech…) c. Vocabulary. New ones every day. Review. Use in sentences. 3. Add/insert units if a curriculum or text makes too large a jump. a. Algebra. Before going on to new material, ask yourself, "How well can they…?" Then give a practice set on generalization (different examples of the same problem/strategy type) and discrimination (distinguish between similarlooking examples of different types), or on retention. (a + b)(c + d) (a + b)(c - d) (a - b)(c + d) (a - b)(c d) (a x b)(c + d) etc. 2(a + b)(c + d) etc. b. Any subject. Ask, "Do they need a few more?" Add more problems to an acquisition set to ensure firm knowledge and/or to cover a wide enough range of examples. c. Juxtapose examples and nonexamples to ensure that students get essential vs. irrelevant samenesses and differences. (1) Model (of how to use the verbal definition to identify granite/not granite, after stating verbal the definition) "This is granite. This is granite. This is granite. This is not granite. This is not granite. This is granite." [Then immediately give an…] Acquisition test. "Is this granite?" Yes. "How do you know? " (Use both examples and nonexamples. Correct all errors. "This is not granite. It does not have mica. Is this granite? " (use the same example or nonexample). (2) Model: "This is a linear function. This is a linear function. different slopes) It is a straight line. It is a straight line. (Give more examples, This is NOT a linear function. more examples, linear and not linear.) It is NOT a straight line. " (Give Acquisition test: "Is this a linear function? know?… Is this a linear function? Yes. How do you No. How do you know? " [More.] (3) "This (point) is aaa. This (point) is NOT aaa." [More.] (4) "This parentheses is squared. So (rule). We add the two terms inside and then square the sum. This parenthesis is NOT squared. So, we just add the two terms inside." [Model the operation.] "Here I go…" [Then continue with more examples.] "Is this parenthesis squared? " Yes. "Yes, it is squared. So, what do we do? " We add the two terms inside and then square the sum. "Yes, do it… Is this parenthesis squared? " No. "No, it is not squared. So, what do we do? " We just add the two terms inside. "Yes, do it…" d. A unit on a theory (big idea) of revolution before students read about a particular revolution. e. A review unit on multiplication before students begin division. 4. Add strategic integration within and/or across lessons. a. After they learn a little about rhyme schemes, symbolism, and figures of speech, students write poems. b. After they learn about wars (democratic armies, mercenary armies, coerced armies; wars of conquest, wars of defense; effects of different technologies and styles of combat), students predict the sequence and outcomes of war with Islamofascism. c. After the have learned a few letter-sound correspondences, students learn the sounding out strategy for words. 5. Rearrange the sequence of tasks within a lesson or across lessons if the sequence is not a faultless logical progression. a. Teach the definition of mitosis before naming the phases. (A text may have it backwards.) b. Have students first skim the running vocabulary that they will next use to translate a simple passage in a foreign language. c. At the beginning of foreign language instruction, have students use a running vocabulary to translate a simple passage in a foreign language. Immediately afterward (and after they have compared their translation with an accurate model, and revised accordingly) give them a few grammar rules about a few examples in the passage; e.g., that the definite article in Greek changes depending on the case and number of the noun. (Instead of giving a lot of abstract grammar rules first!) "Notice the different forms of the definite article…" Singular Nominative o Accusative ton Plural to oi h thn to "Notice the change in verb ending between bainei (line 4) touj ai taj ta ta (line 2) and eisbainousin bainei is third person singular (he, she, it goes) bainousin is third person plural (they go)." [In other words, you are not teaching the whole conjugation, just two endings.] [Future passage translations would have the rest of the verb endings. Then you would review all, and put them in the usual format, as a summary of the examples.] Conjugating regular present tense Singular First bainw Plural bainomen eij bainete Second bain Third bainei