STILLWATER CROSSING · THE COURSE NOTES · BRIDGE MATH 5/6

Week 27 · Solid Figures

This week

Lessons 126, 127, 128, 129 & 130

Papers

Test 13 to do at home

Method

No calculators, ever · show every step

Instructional notes

Solid Figures

3D figures have length, width, and height Face Any flat surface of a solid figure Edge Line segment where 2 faces meet Vertex Where 2 edges meet (plural vertices)

Example

Solid Figure Faces Edges Vertices

1 0 1

6 12 8

Practice

Figure Faces Edges Vertices Faces Edges Vertices

Instructional notes

Introduction to Volume Volume: • Number of cubic units in a 3D figure • V=lwh • Measured in cubic units or units 3

Example

Find the volume.

V = lwh V=6 × 3x2 V = 18 × 2 V = 36 cu. cm or 36cc3

Practice

Find the volume.

V = 3,600 cu. in. V = 270 ff 3 V = 350 cu. yd.

Instructional notes

Constructing Graphs from Gathered Data Use student work-text page 233 to gather data and create a bar graph. Topics might include favorite ice cream, pets, eye color, colors in M&M bag, etc.

✍ In your own words

Why do we use different types of graphs (pictograph, bar graph, line graph) instead of just one kind? When would you choose each type? Suggested Answer: We use different types of graphs because they highlight different types of information. Just like you use different tools to build a Lego set, like a brick separator for stuck pieces or a screwdriver for tiny axles, you use different graphs to tell the story of your data. Quick Review Draw an example of a translation, rotation and reflection. *Check student drawings 56 × 3.8 = 212.8 $15.34 ÷ 8 ≈ $1.92 Find the perimeter in feet of a decagon with sides that measure 30 inches. 300 inches = 25 feet

Homework this week

Work-text	Lesson 126	Lesson 127	Lesson 128	Lesson 129	Lesson 130
Speed drill	126	127	128	130

Terms on the record

Term	Meaning
face	Any flat surface of a solid figure
edge	Line segment where 2 faces meet
vertex	Where 2 edges meet

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