PEEAASSSEEE Jason uses the following steps to construct a perpendicular line through a point C on a line segment. Step 1: From point C, draw an arc intersecting the line segment in points A and B. Step 2: Draw two arcs from point A, one above and the other below the line segment. Step 3: Using slightly more compass width, draw two arcs from point B, above and below the line segment. Step 4: Label the point of intersection of the arcs above the line segment as D and below the line as E. Step 5: Using a straightedge, join points D and E. Part A: Which is the first incorrect ste
@dan815 @Ashleyisakitty @AravindG can one of you please help me on this
Step 3: Using slightly more compass width, draw two arcs from point B, above and below the line segment. The width should be same as before(ie that of A)
Part B: Using complete sentences, explain your answer for Part A. Part C: Explain why a compass works for the construction done by Jason.
@AravindG i forgot this part
A perpendicular bisector is equidistant from the two point. If you change the arc length then equidistant property will not hold.
is that for both part B and C
@AravindG
part B
ok thank you soo much
could you possibly help with part c
compass keeps the distance same
ok thank soo very much
yw :)
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