PRE-ALGEBRA GRADE 7 Module 1 - San Diego City Schools
PRE-ALGEBRA GRADE 7 Module 1 - San Diego City Schools
PRE-ALGEBRA GRADE 7 Module 1 - San Diego City Schools
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DRAFT COPY - <strong>PRE</strong>NTICE HALL – <strong>GRADE</strong> 7 <strong>PRE</strong><strong>ALGEBRA</strong> - DRAFT COPY<br />
MODULE 1: Algebraic Expressions and Integers<br />
DAY 7: LESSON 1-9, pp 44-49<br />
LESSON FOCUS:<br />
CA STANDARD:<br />
To multiply integers using repeated addition, models, patterns and rules<br />
NS 1.2 (Key Standard)<br />
Purpose of Lesson:<br />
By the end of the lesson, students will be able to solve integer problems<br />
using multiplication.<br />
Warm-up/<br />
Routine(s):<br />
LAUNCH:<br />
Mental Math: TE p49 in lower margin Checkpoint/ Mini-Assessment (on<br />
overhead)<br />
TE p44 Connecting to Students’ Lives (Video games)<br />
(500 cents + -25 + -25 + -25 . . .)<br />
TE p44 Introduce the Concept: Teacher copies the table and together with<br />
students completes the operations discovering & discussing the patterns<br />
that occur.<br />
TE p45 Example #2: Teacher copies and together with students completes<br />
expanding the pattern from positive to negative multiplier. Students<br />
discover/ discuss the patterns that occur.<br />
Note: Refer to “opposite of” when referencing –1(5) = -5; 1(5) = 5;<br />
- means “the opposite of”, SO -1(5)= the opposite of 5 or –5.<br />
AND -2(-5) = 10; 2(-5) = -10; - means “the opposite of”, SO -2(-5) = the<br />
opposite of –10 or +10.<br />
EXPLORE:<br />
Reference: p 45<br />
Have student partners extend patterns in the same manner:<br />
-3 (4) -3 (-4) -2 (15) -2 (-15)<br />
Partners try to write generalized rules for multiplying integers:<br />
Product of 2 integers with same sign =<br />
Product of 2 integers with different sign =<br />
Product of zero =<br />
Practice: P 44, TRY THIS, #4, 5, 6<br />
SUMMARIZE:<br />
Share generalized rules – chart in student language with an example for<br />
each rule.<br />
What patterns do you notice? Do the rules “make sense”? …based on the<br />
patterns?<br />
Closure:<br />
Time to reflect back on the purpose of the lesson, and help students make<br />
meaningful connections.<br />
Homework: P 45, TRY THIS, #8, 9, 10<br />
Textbook p47; Check Understanding #1, 2, 3, 4, 6, 7, 9<br />
Optional: Poster Report