Asked by Anisa
If F Is The Midpoint Of Segment EG, Find X.
EF=2X+ 11, FG=53
EF=2X+ 11, FG=53
Answers
Answered by
Lena
If F is the midpoint of segment EG then you know that the distance from E to F and the distance from F to G should be equal. Therefore EF = FG. Knowing that you can solve for X by the doing the following:
EF = FG
2X + 11 = 53
2X + 11 - 11= 53 - 11
2X = 42
2X/2 = 42/2
X = 21
EF = FG
2X + 11 = 53
2X + 11 - 11= 53 - 11
2X = 42
2X/2 = 42/2
X = 21
Answered by
1
0.15623456
Answered by
CowBOy
What is this
even
even
Answered by
Nani
What is this, is not even correct.
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