The segment of the length is 2. RM = MS = 3, 3. FM = MG = 25,4. MQ = 4, PQ = 8, 5. YM = 20, YZ = 40. The value of the variable is 6. x = 47, 7. r = 3
Given: M is the midpoint of all the following figures in the diagrams.
2. RS = 6
RM = MS
RM + MS = RS
RM + RM = RS
2 RM = RS
RM = RS / 2 and also MS = RS / 2
Therefore, RM = MS = 6 / 2
Hence RM = MS = 3
3. FG = 50
FM = MG
FM + MG = FG
FM + FM = FG
2FM = FG
FM = FG / 2 also MG = FG / 2
Therefore, FM = MG = 50 / 2
Hence FM = MG = 25
4. PM = MQ
MQ = 4
PQ = PM + MQ
PQ = 4 + 4
PQ = 8
Hence MQ = 4, PQ = 8
5. YM = MZ
YM = 20
YZ = YM + MZ
YZ = 20 + 20
YZ = 40
Hence YM = 20, YZ = 40
6. JM = MK
x - 14 = 3
x = 47
7. JM = MK
16r = 48
r = 48 / 16
r = 3
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