Without a diagram it is difficult to determine the specific location of angle <0, but we can use the information given to find the value of x.
Since angle <0 is given as 136°, we know that angle <O is also 136° as it is subtended by the same arc. Since angle <O is an inscribed angle, its measure is half of the measure of the central angle it subtends.
Therefore, the central angle <x can be calculated as:
2 * 136° = 272°
Since angle <x is an inscribed angle, its measure is half of the measure of the central angle it subtends.
Therefore,
x = 1/2 * 272 = 136°
So, the value of x is 136°.
For the following question, assume that lines that appear to be tangent are tangent. Point O is the center of the circle. Find the value of x. m<0=136°
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