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Can you construct a triangle all of whose angles are equal to \(75°\)? If two of the angles are \(75°\) what would the third angle be? If all the angles in a triangle have to be equal, then what must its measure be? Explore and find out.
 
Interpretation:
 
Can you construct a triangle all of whose angles are equal to \(75°\)?
 
If two of the angles are \(75°\) what would the third angle be? \(^{\circ}\)
 
If all the angles in a triangle have to be equal, then what must its measure be?
 
The property used to determine the above results are: