In the given circle, tangent AB and secant CD intersect at point E as shown. What is the value represented by x? A. 70 B. 220 C. 110 D. 140

Based on the relationship between intercepted arc and inscribed angle, the value represented by x is: D. 140°.
The intercepted arc = twice the inscribed angle.
Thus:
Intercepted arc = x
Inscribed angle = m∠CEB = 180 - 110 = 70°
Therefore:
x = 2(70)
x = 140°
Therefore, based on the relationship between intercepted arc and inscribed angle, the value represented by x is: D. 140°.
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