This math topic explores the concept of a subtended angle and the arc it creates in various circle diagrams. Students are presented with problems where they must determine which arc is subtended by a given angle. Each problem features a diagram of a circle with labeled points and angles, and multiple-choice options for the students to select the correct arc corresponding to the subtended angle. This practice emphasizes understanding the geometric relationships between angles and arcs in circles.
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What arc subtends angle PCX?
Earned ?
Math worksheet on 'Geometry of Circles - Subtended Angle to Arc Definition (Level 1)'. Part of a broader unit on 'Geometry - Intermediate - Intro' Learn online: app.mobius.academy/math/units/geometry_intermediate_intro/ |
What arc subtends angle PCX? |
PC |
CX |
CP |
PX |
XC |
What arc subtends angle CPN? |
PN |
PC |
NP |
CN |
CP |
What arc subtends angle YRC? |
RC |
YC |
CR |
RY |
YR |
What arc subtends angle XPD? |
XD |
PD |
DP |
PX |
XP |
What arc subtends angle BPR? |
PB |
RP |
BR |
PR |
BP |
What arc subtends angle NPX? |
NX |
XP |
PN |
NP |
PX |
What arc subtends angle RCD? |
CR |
CD |
RC |
DC |
RD |