a fly moves from one corner of the floor of a room and you are standing opposite corner into the room .Describe the displacement of the fly when it covers half of the distance.

If the fly is walking on the floor toward the opposite corner, the distance to the corner can be represented by a sloped line. Using the

co-ordinates of the end points, the mid
-point formular can be used to calculate the co-ordinates of the mid
point and distance:

(X1,Y1),(Xo,Yo),(X2,Y2).

Xo = (X1+X2)/2.

Yo = (Y1+Y2)/2.

Do = sqrt((Xo-X1)^2 + (Yo-Y1)^2)) = Mid-distance.

To describe the displacement of the fly when it covers half of the distance, we need to understand the geometry of the room.

1. Determine the shape of the room: Is it rectangular, square, or irregularly shaped?

2. Measure the distance between the two corners: Use a measuring tape or estimate the distance between the starting corner and your position in the opposite corner. Let's call this distance "d".

3. Calculate half of the distance: Divide the total distance "d" by 2. Let's call this value "d/2".

4. Identify the midpoint: Use the measurement "d/2" and measure or estimate the halfway point along the straight line between the starting corner and your position in the opposite corner.

5. Describe the displacement: The displacement of the fly when it covers half the distance is the straight-line distance between the starting corner and the halfway point.

Remember, the actual displacement of the fly will depend on the specific dimensions and shape of the room.