Int he accompanying diagram of circle O, the measure of ARC RS is 64 degrees
what is m < RST?
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OpenStudy (96mertcank96):
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OpenStudy (wolf1728):
arc length = radius * central angle (in radians)
RTS is an inscribed angle
angle O is the central angle
Angle RTS is exactly 1/2 of the central angle.
The problem starts that the LENGTH of arc RS is 64 degrees. Shouldn't a length be stated in linear measure and not in angular measure?
Due to the 64 degree arc, I can't work anymore on this problem/
OpenStudy (96mertcank96):
is the answer 16?
OpenStudy (96mertcank96):
@Hero can you help me out here>
OpenStudy (96mertcank96):
@ganeshie8
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hero (hero):
Does it mention whether chords RT = ST ?
OpenStudy (96mertcank96):
nope
hero (hero):
Are there any tic marks through RT and ST?
OpenStudy (96mertcank96):
nope i showed everything thats on the question
hero (hero):
You can at least find the length of arc STR
arc STR = 360 - 64 = 360 - 60 - 4 = 300 - 4 = 296
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OpenStudy (96mertcank96):
what can i do from there?
hero (hero):
If we assume RS = ST, then arc TS = 296/2
OpenStudy (96mertcank96):
would you consider rts to be centered?
hero (hero):
so arc TS = 148
arc RST = 148 + 64
hero (hero):
O is the center
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