Points L,M,N are collinear such that d(LM) = 4, d(LN)= 9, then d(MN)=?
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Answered by
21
Answer:
d(MN) = d(LN) - d(LM)
= 9-4 = 5
Answered by
2
Answer:
M, N, L are collinear
Hence N line between M and N
Step-by-step explanation:
d(LM) =4=LM=ML=4 units
d(MN) =12=MN=NM=12 units
d(NL) =8=NL=LN = 8 units
We have MN=ML+LN = 4+8=12 units
M, N,L are collinear
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