Inscribed Angle from Intersected Arc (Level 1)
This math topic focuses on the geometry of circles, specifically dealing with the relationships and calculations involving inscribed angles and their intersected arcs. Skills being practiced include understanding and computing the measurements of angles formed when two points on a circle's circumference are connected by a chord that intersects at another point on the circumference, given the degree measure of the arc intercepted by the angle. These problems are designed to enhance comprehension of geometric properties associated with circles, enhancing students' ability to work through and apply fundamental concepts in circle geometry.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
moreMath worksheet on 'Geometry of Circles - Inscribed Angle from Intersected Arc (Level 1)'. Part of a broader unit on 'Geometry - Intermediate - Intro' Learn online: app.mobius.academy/math/units/geometry_intermediate_intro/ |
Find angle BPX if the intersected arc BX is 92º |
56º |
61º |
26º |
184º |
31º |
46º |
Find angle YRD if the intersected arc YD is 84º |
42º |
168º |
62º |
22º |
37º |
27º |
Find angle CBX if the intersected arc CX is 36º |
23º |
18º |
38º |
13º |
72º |
33º |
Find angle PMY if the intersected arc PY is 108º |
34º |
216º |
29º |
59º |
74º |
54º |
Find angle RMC if the intersected arc RC is 40º |
40º |
80º |
20º |
0º |
35º |
30º |
Find angle XBD if the intersected arc XD is 82º |
31º |
41º |
51º |
26º |
164º |
16º |
Find angle CNZ if the intersected arc CZ is 80º |
20º |
40º |
35º |
50º |
30º |
160º |