AM = AD+DM = x+4+2x-4 = 3x
we also know that AD = 2DM, so
AM = 3(2x-4)
so, 3x = 6x-12
x = 4
AM = 12
In triangle ABC, centroid D is on the median line segment AM. AD=x+4 and DM=2x-4. Find AM.
6 answers
1D
2C
3A
4C
5B
6D
7D
8B
(1,0)
Reason 2: Reflexive Property of Congruence
Reason 4: Hinge Theorem
2C
3A
4C
5B
6D
7D
8B
(1,0)
Reason 2: Reflexive Property of Congruence
Reason 4: Hinge Theorem
hbhhbihbihbihbihb
why does he have 7 dislikes?
It's
1.B
2.C
3.A
4.C
5.A
6.C
7.A
8.C
9.D
10.A
11.-1,0
12. 2: reflexive Property , 4: Hinge Theorem
1.B
2.C
3.A
4.C
5.A
6.C
7.A
8.C
9.D
10.A
11.-1,0
12. 2: reflexive Property , 4: Hinge Theorem
The funny haha answer is 12 my boy.
2 answers