Your text described several types of prompts teachers may give during oral reading when a student has difficulty with a word. These included: Tell, Visual, Visual/Context Clues, Sound, Spell, Meaning, and Structural Analysis. Of those listed here, these may all be appropriate at various times
Indicate whether the statement is true or false
T
You might also like to view...
[NeedAttention]
src="data:image/png;base64,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
The cause-and-effect writing pattern found in social studies has been described as a chain because
a. a cause leads to effects, and those effects become causes of subsequent occurrences. b. the person who first described it was Samuel Chain. c. Both a and b. d. Neither a nor b.
Preston described to Mr. Harlos how Maria had gotten the cut on her knee when she was running and had all of the students listening carefully. The students gasped as he described her flying over the shoe that had just fallen off of Marcos' foot onto the sidewalk. Preston demonstrates __________
A. receptive language. B. a good imagination. C. that he is the class clown. D. expressive language.
Children from all socioeconomic groups can have stressful home environments
Indicate whether the statement is true or false