Geometry - Circle Partial Area and Circumference - Intro

24 Topics, 4 Skills

Circumference - Equation to Diameter

Topic 1

Circumference - Equation to Radius

Topic 2

Circle from Radius - To Pi Value

Topic 3

Circles - Find Radius from Diameter

Topic 4

Circumference of a Part Circle - Angle to Fraction

Topic 5

Circumference of a Part Circle - Fraction to Angle

Topic 6

Circumference of a Part Circle - Radius and Fraction to Arc Length (Pi Value)

Topic 7

Circumference of a Part Circle - Radius and Fraction to Arc Length (Decimal)

Topic 8

Circumference of a Part Circle - Radius and Arc Length to Fraction (Pi Value)

Topic 9

Circumference of a Part Circle - Radius and Arc Length to Fraction (Decimal)

Topic 10

Part Circle - Angle to Fraction

Topic 11

Part Circle - Fraction to Angle

Topic 12

Part Circle - Radius and Fraction to Arc Length (Pi Value)

Topic 13

Part Circle - Radius and Fraction to Arc Length (Decimal)

Topic 14

Part Circle - Radius and Arc Length to Fraction (Pi Value)

Topic 15

Part Circle - Radius and Arc Length to Fraction (Decimal)

Topic 16

Part Circle - Full Area and Fraction to Part Area (Decimal)

Topic 17

Part Circle - Full Area and Fraction to Part Area (Decimal)

Topic 18

Part Circle - Full Area and Fraction to Part Area (Pi Value)

Topic 19

Part Circle - Full Area and Fraction to Part Area (Pi Value)

Topic 20

Part Circle - Part Area and Fraction to Full Area (Decimal)

Topic 21

Part Circle - Part Area and Fraction to Full Area (Decimal)

Topic 22

Part Circle - Part Area and Fraction to Full Area (Pi Value)

Topic 23

Part Circle - Part Area and Fraction to Full Area (Pi Value)

Topic 24

Area of a Part Circle - Fraction to Angle (Level 1)

Topic 12

This math topic involves calculating the full sector angle of a circle given the fraction of the sector that is shaded. It is an introductory part of a unit on circle geometry, specifically focusing on partial areas and circumferences of circles. Students are provided with images of shaded sectors and asked to identify the total angle of the segment from multiple-choice options. The fractions used vary, including 2/5, 1/4, 2/3, 2/4, 1/3, and 3/4 of the circle. This helps build skills in understanding the relationship between fractions, angles, and circular sectors.

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

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Part Circle - Fraction to Angle

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What is the sector angle if 1/3 of it is shaded?

1/3 = ? deg