All Basic Rules (Level 1)

This math topic focuses on the geometry of circles, specifically teaching all the basic rules centered around circular shapes. The questions tackle various rules such as finding angles and lengths based on properties of circles, including angle subtending the same arc, sum of angles, and proportional length issues. Each question includes multiple-choice answers, guiding learners through a logical approach to identifying correct geometric rules and their application to solve problems regarding angles and lengths in circle geometry.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Geometry of Circles - All Basic Rules Worksheet

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Geometry of Circles - All Basic Rules
1
What geometry rule would help find angle C?
An svg image showing a math problem
a
Angles C and P will add to 180°
b
Angle C will be identical to N because they subtend the same arc
c
Angle C will be identical to P because they subtend the same arc
2
What geometry rule would help find length BC?
An svg image showing a math problem
a
Length XB will be identical to BC
b
Length XB will be twice BC
c
Length XC will be identical to BZ
d
Length XC will be twice BZ
3
What geometry rule would help find length PZ?
An svg image showing a math problem
a
Length MZ will be identical to PB
b
Length MP will be twice PZ
c
Length MZ will be twice PB
d
Length MP will be identical to PZ
4
What geometry rule would help find length XP?
An svg image showing a math problem
a
Length XP will be identical to ZB
b
Length XP will be twice ZB
c
Length XP will be identical to CM
d
Length XP will be twice CM
5
What geometry rule would help find length BZ?
An svg image showing a math problem
a
Length BZ will be identical to DC
b
Length BZ will be twice RY
c
Length BZ will be twice DC
d
Length BZ will be identical to RY
6
What geometry rule would help find length PB?
An svg image showing a math problem
a
Length DC will be twice ZR
b
Length DC will be twice PB
c
Length DC will be identical to PB
d
Length DC will be identical to ZR
7
What geometry rule would help find angle B?
An svg image showing a math problem
a
Angles B and N will add to 180°
b
Angle B will be identical to N because they subtend the same arc
c
Angle B will be identical to R because they subtend the same arc
8
What geometry rule would help find angle X?
An svg image showing a math problem
a
Angle X will be twice C
b
Angles X and C will add to 180°
c
Angle X will be identical to C because they subtend the same arc
d
Angle C will be twice X