Points A and B are midpoints of the sides of triangle QRS
What is SA? 2 m 3 m 4 m 6 m

Answer
Find out the SA .
To proof
As given
Points A and B are midpoints
Midpoints
Midpoints are the points which divided a line into two equal parts .
A and B are midpoints of QS and RS i.e A and B are divided QS and RS in two equal parts .
Thus
QA = AS
as given
QA = 4 m ( as shown in the diagram )
Therefore
QA = AS = 4 m
option (c) is correct .
Hence proved
You can use the fact that points A and B are midpoints of the sides of triangle QRS.
The length of SA is given by
Option C: 4m
Midpoint of a side is the point which is in the middle of that side where it lies. Thus, it will divide that side in two equal length parts.
Using the above fact to get the measure of missing side SA:
Since it is given that point A and B are midpoints of the sides of triangle QRS.
Thus, we have:
|SB| = |BR|
|SA| = |AQ|
where |AB| means length of line segment AB
Thus, we have, length of SA = length of AQ
Thus,
|SA| + |AQ| = 4 m (as given in figure)
Thus,
The length of SA is given by
Option C: 4m
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