
Geometry Section 4.7
Presentation
•
Mathematics
•
9th - 12th Grade
•
Medium
Standards-aligned
Shane Devlin
Used 13+ times
FREE Resource
7 Slides • 12 Questions
1
Geometry Section 4.7
Proving overlapping triangles congruent
2
3
Multiple Choice
Name a pair of overlapping triangles.
triangle BAD and triangle SAD
triangle BXA and triangle SXD
triangle AXD and triangle BXS
4
Draw and label the two overlapping triangles separately
5
Draw
Draw and label the overlapping triangles and mark the shared side or angle congruent.
6
Multiple Choice
Name the side or angle shared by the two overlapping triangles.
segment AD
angle BXA and angle SXD
angle DAS and angle ADB
segment XD
Segment XA
7
8
Multiple Select
NAME A PAIR OF OVERLAPPING TRIANGLES.
Triangle CXP and Triangle SXO
Triangle CXS and Triangle PXO
Triangle CSP and Triangle POC
Triangle CSO and Triangle POS
9
Multiple Choice
For triangles CSP and POC, name the shared side or angles?
segment CP
Angle C
Angle P
Side SO
10
Multiple Choice
For triangles COS and PSO, name the shared side or angles.
segment CP
Angle C
Angle P
Side SO
11
Multiple Choice
Based on the given information which triangles could you prove congruent first?
ΔUST≅ΔWST
ΔVUT≅ΔVWT
ΔVUS≅ΔVWS
12
Multiple Choice
Based on the given information what did you use to prove the first pair of triangles congruent?
SSS
SAS
ASA
AAS
HL
13
Multiple Choice
Which triangles have sides TU and TW and also overlap with the triangles we've just proven congruent?
ΔUST & ΔWST
ΔVUT & ΔVWT
ΔVUS & ΔVWS
14
Multiple Choice
Which overlapping parts of the two triangles TUV and TWV are now congruent by CPCTC?
UV = VW
US = SW
SV = SV
Angle 1 = Angle 2
15
Multiple Choice
Based on the given information what did you use to prove the triangles congruent?
SSS
SAS
ASA
AAS
CPCTC
16
Multiple Choice
Now that you've proven the triangles congruent what do we use to prove TU = TW?
SSS
SAS
ASA
AAS
CPCTC
17
Statements Reasons
18
Formative practice 4.7
Homework 4.7
19
Geometry Section 4.7
Proving overlapping triangles congruent
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