Circle problem
The two angles marked in blue are central angles of the circle. They are vertical angles and are congruent which means they have the same measure.
The measure of a central angle is the same as its intercepted arc. See attached theorem.
So, 70+70=140
@sbuck98 What do you think is the measure of <FOE ?
40? because 180-40=40
>>70+70=140 is a true statement but not the measure of <FOE.
m<ZOH = 70. m<ZOH = m<FOE m<FOE = ?
I'm not sure how to find it
>>40? because 180-40=40 Please read what I am posting.
This is a way to find it: m<ZOH = 70. m<ZOH = m<FOE m<FOE = ?
If two angles have the same measure and one of them is 70, what is the other?
70
@Directrix
then 180-70=110 so that's my answer correct?
>>70 Yes, that is what I got.
I don't know what is going on here: >> then 180-70=110 so that's my answer correct?
a whole circle is 180 so I was thinking I had to subtract to find the actual angle degree, sorry I was wrong....
>>110 That is the measure of < EOZ. We are not asked to find that.
Don't be sorry. Wrong answers eventually lead to the correct answer if we keep working. >>a whole circle is 180 The entire circle is 360 degrees.
@xavier123
<FOE and <ZOH are equal... hence, 70 :)
ok!
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