Look at the construction. which statement is false? on all the answers there is a line above each set of letters i cant get to do

xa ≡ xy
xa ≡ ya
xp ≡ py

Statement 1. XA ≡ XY is incorrect.

Step-by-step explanation:

When we use the compass to construct two equidistant points from a point P then we get points X and Y.

In other words XP ≡ PY

Similarly, when we mark arcs from point X and point Y with a fixed length, we get a point of intersection of arcs at point A.

This point A will be equidistant from points X and Y.

Therefore, XA ≡ XY

But in any condition length PX will not be equal to PY.

Now we are sure that option 1. XA ≡ XY will not be correct.

Therefore, Option 1. XA ≡ XY is incorrect.

£56

step-by-step explanation:

x = 3 ± √(5+y)