To prove that line CL is congruent to line BM, we can use the fact that l is the midpoint of CM and l is also the midpoint of BL. This means that CL is equal to 2 times the length of l, and BM is equal to 2 times the length of l. Since CL and BM both have the same length, we can conclude that line CL is congruent to line BM.
To prove that line CL is congruent to line BM, we can use the fact that l is the midpoint of CM and l is also the midpoint of BL.
triangle CIL is congruent to BIM by SAS hence by cpct CL congruent to BM
This means that CL is equal to 2 times the length of l, and BM is equal to 2 times the length of l.
Since CL and BM both have the same length, we can conclude that line CL is congruent to line BM.
The probable question may be:
explain like ur explaining this to a toddler im so tired of geometry today
Given: l is midpoint of CM
l is midpoint of BL
Prove: Line CL is concruent Line BM