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page1.svg

Dec 13-1:41 PM © 2008 SMART Technologies ULC. All rights reserved. Extraordinary made simple TM Congruent Triangles Grades: Subject: 7-9 Mathematics

page3.svg

Dec 13-3:02 AM True False Congruent triangles always have the same shape, but not necessarily the same size. 1 True or False

page5.svg

Dec 13-3:02 AM Yes No Are congruent triangles a type of similar triangle? 2 Yes or No

page7.svg

Dec 13-3:02 AM Yes No Are all similar triangles congruent triangles? 3 Yes or No

page9.svg

Dec 13-3:02 AM 4 If all three sides of one triangle are congruent with all three sides of a second triangle, what are these triangles? A Never congruent B Never similar C Always similar D Always congruent Multiple choice

page11.svg

Dec 13-3:02 AM True False If two triangles have two sides and one angle that are the same, they still may not be congruent. 5 True or False

page13.svg

Dec 13-3:02 AM 6 If two triangles have the same two angles that match, what can we assume they are? A Similar and congruent B Similar but never congruent C Similar and possibly congruent D Congruent and never similar Multiple choice

page15.svg

Dec 13-3:02 AM True False These two triangles are congruent. 7 True or False

page17.svg

Dec 13-3:02 AM Yes No Are these triangles similar? 8 Yes or No

page19.svg

Dec 13-3:02 AM True False Two right triangles have the same hypotenuse and same left leg. These triangles are congruent. 9 True or False

page25.svg

Dec 13-3:02 AM 10 Describe the two triangles below. A Similar, but not congruent B Similar and congruent C Neither similar or congruent D Congruent but not similar Multiple choice

SMART Notebook

SMART Notebook

SMART Notebook

Overlapping triangles

Attachments

CongruentTrianglesSenUS.notebook

Isosceles triangle transformation.gsp

Isosceles Triangle.gsp

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page1.svg

Dec 13-1:41 PM © 2008 SMART Technologies ULC. All rights reserved. Extraordinary made simple TM Congruent Triangles Grades: Subject: 7-9 Mathematics

page3.svg

Dec 13-3:02 AM True False Congruent triangles always have the same shape, but not necessarily the same size. 1 True or False

page5.svg

Dec 13-3:02 AM Yes No Are congruent triangles a type of similar triangle? 2 Yes or No

page7.svg

Dec 13-3:02 AM Yes No Are all similar triangles congruent triangles? 3 Yes or No

page9.svg

Dec 13-3:02 AM 4 If all three sides of one triangle are congruent with all three sides of a second triangle, what are these triangles? A Never congruent B Never similar C Always similar D Always congruent Multiple choice

page11.svg

Dec 13-3:02 AM True False If two triangles have two sides and one angle that are the same, they still may not be congruent. 5 True or False

page13.svg

Dec 13-3:02 AM 6 If two triangles have the same two angles that match, what can we assume they are? A Similar and congruent B Similar but never congruent C Similar and possibly congruent D Congruent and never similar Multiple choice

page15.svg

Dec 13-3:02 AM True False These two triangles are congruent. 7 True or False

page17.svg

Dec 13-3:02 AM Yes No Are these triangles similar? 8 Yes or No

page19.svg

Dec 13-3:02 AM True False Two right triangles have the same hypotenuse and same left leg. These triangles are congruent. 9 True or False

page25.svg

Dec 13-3:02 AM 10 Describe the two triangles below. A Similar, but not congruent B Similar and congruent C Neither similar or congruent D Congruent but not similar Multiple choice

SMART Notebook

SMART Notebook

SMART Notebook

Page 1: Oct 25-12:11 PMPage 2: Nov 14-1:28 PMPage 3: Oct 25-12:11 PMPage 4: Oct 25-12:11 PMPage 5: Oct 25-12:11 PMPage 6: Oct 25-12:11 PMPage 7: Oct 25-12:11 PMPage 8: Oct 25-12:11 PMPage 9: Oct 25-12:11 PMPage 10: Oct 25-12:11 PMPage 11: Nov 15-2:29 PMPage 12: Oct 25-12:11 PMPage 13: Oct 25-12:11 PMPage 14: Oct 25-12:11 PMPage 15: Oct 25-12:11 PMPage 16: Nov 16-1:15 PMPage 17: Nov 16-1:28 PMPage 18: Nov 16-1:34 PMPage 19: Oct 25-12:11 PMPage 20: Oct 25-12:11 PMPage 21: Oct 25-12:11 PMPage 22: Oct 25-12:11 PMPage 23: Oct 25-12:11 PMPage 24: Oct 25-12:11 PMPage 25: Nov 28-2:12 PMPage 26: Oct 25-12:11 PMPage 27: Oct 25-12:11 PMPage 28: Oct 31-7:21 AMPage 29: Nov 16-1:50 PMPage 30: Oct 25-12:11 PMPage 31: Oct 25-12:11 PMPage 32: Oct 25-12:11 PMPage 33: Oct 25-12:11 PMPage 34: Oct 25-12:11 PMPage 35: Oct 25-12:11 PMPage 36: Oct 25-12:11 PMPage 37: Oct 25-12:11 PMPage 38: Oct 25-12:11 PMPage 39: Oct 25-12:11 PMPage 40: Oct 25-12:11 PMPage 41: Oct 25-12:11 PMPage 42: Oct 25-12:11 PMPage 43: Oct 25-12:11 PMPage 44: Oct 25-12:11 PMPage 45: Oct 25-12:11 PMAttachments Page 1