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Inscribed Angle of a Circle and its intercepted arcTheorems and examplesThis Page: Identifying Inscribed Angles Related Pages: Circles forumula, graph, equations | Equation of A Circle | Circumference | Area | Chord |Arc | Inscribed Angles|Secant of circle | 2 Tangents from 1 point | Tangents, Secants, Circles Theorems
Identify the inscribed angles and their intercepted arcs
If
Therefore,
Every single inscribed angle in the picture on the left has the exact same measure, since each inscribed angle intercepts the exact same arc, which is ![]()
YZ2=52+122
Use your knowledge of the properties of inscribed angles and arcs to determine what is erronous about the picture below.
Explanation The error is that 992 +1322 ≠ 1642. Since the pythagoren theorem does not hold, the X is not a right angle and the measure of arc Top |