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Geometry - Intermediate - Intro

32 Topics, 2 Skills

Parts of a Circle (Advanced) - First Time

Topic 1

Naming - ABC Form to Degrees on a Triangle

Topic 2

Naming - Degrees to ABC Form on a Triangle

Topic 3

Parts of a Circle (Advanced) - True/False

Topic 4

Parts of a Circle (Advanced) - True/False

Topic 5

Parts of a Circle (Advanced)

Topic 6

Arc to Subtended Angle Definition

Topic 7

Subtended Angle to Arc Definition

Topic 8

Circles - Rule to Find Diameter from Radius

Topic 9

Circles - Rule to Find Diameter from Radius

Topic 10

Circles - Rule to Find Radius from Diameter

Topic 11

Circles - Rule to Find Radius from Diameter

Topic 12

Rule for Inscribed Angle from Diameter

Topic 13

Inscribed Angle from Diameter

Topic 14

Rule for Inscribed Angle from Central

Topic 15

Inscribed Triangle on Diameter - Missing Angle Rule

Topic 16

Rule for Central Angle from Inscribed

Topic 17

Inscribed Triangle on Diameter - Missing Angle

Topic 18

Inscribed Angle from Central

Topic 19

Inscribed Triangle on Diameter - Missing Angle

Topic 20

Central Angle from Inscribed

Topic 21

Rule for Inscribed Angle from Intersected Arc

Topic 22

Inscribed Angle from Central

Topic 23

Rule for Intersected Arc from Inscribed Angle

Topic 24

Central Angle from Inscribed

Topic 25

Inscribed Angle from Intersected Arc

Topic 26

Intersected Arc from Inscribed Angle

Topic 27

Inscribed Angle from Intersected Arc

Topic 28

Intersected Arc from Inscribed Angle

Topic 29

Tangent Angle - Rule

Topic 30

Tangent Angle

Topic 31

Tangent Angle

Topic 32

Geometry of Circles - Inscribed Triangle on Diameter - Missing Angle (Level 1)

Topic 18

This math topic focuses on the geometry of circles, specifically working with inscribed triangles where one side is the diameter. The main skill practiced is solving for missing angles within these triangles. Each problem presents a different triangle inscribed in a circle, with one angle given and the student required to find another. The problems invite the student to apply the theorem that a triangle inscribed in a circle and subtended by the diameter is a right triangle. Various angle values are presented in a multiple-choice format for students to select the correct answer.

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

View Unit

Inscribed Triangle on Diameter - Missing Angle

Complete this topic with 80% correct, working as fast as you can! Results are immediate.

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Find angle XPN in degrees given that XNP is 70º and PN forms a diameter

PNX