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[CMP - Stretching and Shrinking]
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[Conversions Ladders - Study for your measure drills!!]
10-7-2002
1. =MeasureDrill....
2. -HW Read Investigation 1, pp 1 - 13. Define "similar"
OBJECTIVE: #To make enlargements of simple figures with a
rubber-band stretcher. #To describe in an intuitive way what
the word similar means. #To consider relationships between
lengths and between areas in simple, similar figures.
ACTIVITIES: District Calculation assessment: Work on Additional
Practice 1 in class, finish at home. NOTES: Bring a copy of
your favorite comic strip from a newspaper or comic book.
HOMEWORK: Pg. 9, #1 and Pg. 11, #6a/6b.
10-8-2002

1. =MeasureDrills...
2. -HW Pg. 9, #1, Pg. 11, #6a/6b
3. =Additional Practice 1...
OBJECTIVE: #To review locating points in a coordinate system.
#To graph figures using algebraic rules. #To predict how
figures on a coordinate system are affected by a given rule.
#To learn that corresponding angles of similar figures are
equal and that corresponding sides grow by the same factor. #To
compare lengths and angles in similar and nonsimilar figures
informally. #To experiment with examples and counterexamples of
similar shapes. ACTIVITIES: Work Connection Problems 11 - 14
on pp. 24 - 26 in class. Finish at home. NOTES: HOMEWORK: Pp
22/23, #1 and #6.
10-9-2002

1. =MeasureDrill....
2. -HW Pp 22/23, #1 and #6
3. =Connection Problems 11-14, pp. 24-26
OBJECTIVE: Same as 10-9. ACTIVITIES: Work on Additional
Practice 2 in class. NOTES: HOMEWORK: Finish Additional
Practice 2 at home if required.
10-10-2002

1. =MeasureDrill....
2. =AddPractice2....
3. =Virus Project*..
OBJECTIVE: Same as 10-9. ACTIVITIES: Check-up 1.
NOTES:*Metric week event HOMEWORK: Finish Check-up 1 at home
if required.
10-11-2002<
/b>
1. =MeasureDrill....
2. -CheckUp 1.......
3. ................
OBJECTIVE: #To recognize similar figures and to be able to
tell why they are similar. #To understand that any two similar
figures are related by a scale factor, which is the ratio of
their corresponding size. #To build a larger, similar shape
from copies of a basic shape (a rep-tile). #To find rep-tiles
by dividing a large shape into smaller, similar shapes. #To
understand that the sides and perimeters of similar figures
grow by the square of the scale factor. #To find a missing
measurement in a pair of similar figures. #To recognize that
triangles with equal corresponding angles are similar.
ACTIVITIES: Work in groups on producing scale models. NOTES:
HOMEWORK: TBA
[Dilations-Information]
[Simple dilation - example]
Definitions needed for this unit:
- SIMILAR SHAPES
- (Equivalent)RATIOS
- SCALE
- SCALE FACTOR
geometric probability = The probability that a random point is located in a particular part, or subregion, of a larger region
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