!
You must have JavaScript enabled to use this site.
Mathleaks
Mathleaks
Our Functions
News
Get Premium
Student
Parent
Sign In
Create Account
Dashboard
Leave Preview
Menu
Sign in
Create Account
Dashboard
Sign out
Loading course
BI
Big Ideas Math Geometry, 2014
View details
arrow_back
6. Proving Triangle Congruence by ASA and AAS
1. Basics of Geometry
p. 1-61
13 Subchapters
2. Reasoning and Proofs
p. 63-121
13 Subchapters
3. Parallel and Perpendicular Lines
p. 123-169
12 Subchapters
4. Transformations
p. 171-227
13 Subchapters
5. Congruent Triangles
p. 229-297
15 Subchapters
6. Relationships Within Triangles
p. 299-355
13 Subchapters
7. Quadrilaterals and Other Polygons
p. 357-413
12 Subchapters
8. Similarity
p. 415-459
11 Subchapters
9. Right Triangles and Trigonometry
p. 461-525
14 Subchapters
10. Circles
p. 527-652
14 Subchapters
11. Circumference, Area, and Volume
p. 591-663
15 Subchapters
12. Probability
p. 665-719
13 Subchapters
Additional Topic
1 Subchapters
Start
arrow_right
Communicate Your Answer
p. 269
2 Solutions
3
p. 269
4
p. 269
arrow_right
Monitoring Progress
p. 271-273
3 Solutions
1
p. 271
2
p. 272
3
p. 273
arrow_right
Exercises
p. 274-276
38 Solutions
1
p. 274
2
p. 274
3
p. 274
4
p. 274
5
p. 274
6
p. 274
7
p. 274
8
p. 274
9
p. 274
10
p. 274
11
p. 274
12
p. 274
13
p. 274
14
p. 274
15
p. 274
16
p. 274
17
p. 275
18
p. 275
19
p. 275
20
p. 275
21
p. 275
22
p. 275
23
p. 275
24
p. 275
25
p. 275
26
p. 275
27
p. 275
28
p. 275
29
p. 276
30
p. 276
31
p. 276
32
p. 276
33
p. 276
34
p. 276
35
p. 276
36
p. 276
37
p. 276
38
p. 276
Continue to next subchapter
search
Exercise
34
Page
276
Page
276
Hint & Answer
Solution
more_vert
add_to_home_screen
Open in app (free)
share
Share
feedback
Report error
handyman
Digital math tools
table_chart
Geogebra classic
support
Hints
expand_more
Use the
Midpoint Formula
.
new_releases
Check the answer
expand_more
(3,2)
Practice makes perfect
Practice exercises
Find more exercises to practice for Criteria for Triangle Congruence
arrow_right
Asses your skill
Test your problem-solving skills with the Criteria for Triangle Congruence test
arrow_right
forum
Ask a question
autorenew
track_changes
Progress overview
To find the
midpoint
, we can use the
Midpoint Formula
. (x_1+ x_2/2,y_1+ y_2/2)
The coordinates of the given endpoints are ( 1,0) and ( 5,4). Let's use these to find the coordinates of the midpoint.
M(x_1+ x_2/2,y_1+ y_2/2)
SubstitutePoints
Substitute ( 1,0) & ( 5,4)
M(1+ 5/2,0+ 4/2)
AddTerms
Add terms
M(6/2,4/2)
CalcQuot
Calculate quotient
M(3,2)
The midpoint is located at (3,2).
Criteria for Triangle Congruence
Level 1 exercises - Criteria for Triangle Congruence
Level 2 exercises - Criteria for Triangle Congruence
Level 3 exercises - Criteria for Triangle Congruence
Subchapter links
expand_more
arrow_right
Communicate Your Answer
p.269
3
4
arrow_right
Monitoring Progress
p.271-273
1
2
3
arrow_right
Exercises
p.274-276
1
2
3
4
5
6
7
8
9
10
11
12
13
14
Exercises
15
(Page 274)
16
17
18
19
20
21
22
Exercises
23
(Page 275)
24
Exercises
25
(Page 275)
Exercises
26
(Page 275)
27
28
29
Exercises
30
(Page 276)
31
32
Exercises
33
(Page 276)
Exercises
34
(Page 276)
Exercises
35
(Page 276)
Exercises
36
(Page 276)
37
38
Loading content
