SOLUTION: 1. In circle A, m∠AED = 48° and m∠DAE = 44°. Determine if AC⊥EF . Explain why or why not and show all work.

Algebra ->  Geometry-proofs -> SOLUTION: 1. In circle A, m∠AED = 48° and m∠DAE = 44°. Determine if AC⊥EF . Explain why or why not and show all work.      Log On


   



Question 872021: 1. In circle A, m∠AED = 48° and m∠DAE = 44°.
Determine if AC⊥EF . Explain why or why not and show all work.

Answer by Edwin McCravy(20064) About Me  (Show Source):
You can put this solution on YOUR website!
I'm sorry. This does not give us any information as to where the points  
C,D,E, or F are located.  It only tells us that A is the center of the 
circle and the size of the two angles.  We cannot tell whether some or 
any of the other points are on the circle ,off the circle, inside or 
outside the circle. If you can explain the figure better in the thank-you 
note, we'll get back to you.  But we have to know more about the figure
than just the information given.

The code for the "is perpendicular to" symbol ⊥ is & #8869; 

with no space between the & and the #

I left the space so it wouldn't merely show you another ⊥.

Edwin