Answer:
Slope of the line segment PQ is 1/2.
Explanation:
We are given with a line connecting two points P and Q.
The coordinates of P are (4,4) and the coordinates of Q are (-2,1).
Slope of line joining two points
and

is given by the formula

Hence the slope of the line PQ is

Therefore correct option is 'C' that is 1/2.