Geometry - Intermediate - Practice
27 Topics
Inscribed Angles Subtended by Same Arc - Rule
Topic 1
Inscribed Angles Subtended by Same Arc - Missing Angle
Topic 2
Inscribed Angles Subtended by Same Arc - Missing Angle
Topic 3
Inscribed Angles Subtended by Same Arc with Paired Angle - Rule
Topic 4
Inscribed Angles Subtended by Same Arc with Paired Angle - Missing Angle
Topic 5
Inscribed Angles Subtended by Same Arc with Paired Angle - Missing Angle
Topic 6
Inscribed Angles Subtended by Same Arc with Paired Angle - Identify Pairs
Topic 7
Tangent Angle - Rule
Topic 8
Tangent Angle
Topic 9
Tangent Angle
Topic 10
Tangent Triangle with Missing Angle - Rule
Topic 11
Tangent Triangle with Missing Angle
Topic 12
Tangent Triangle with Missing Angle
Topic 13
Sector Area - Total Area and Angle to Sector Area
Topic 14
Sector Area - Total Area and Angle to Sector Area
Topic 15
Sector Area - Sector Area and Angle to Total Area
Topic 16
Sector Area - Sector Area and Angle to Total Area
Topic 17
Circle - Radius to Equation
Topic 18
Circle - Radius to Equation - Squared Values
Topic 19
Sector Area - Radius and Angle to Equation
Topic 20
Sector Area - Radius and Angle to Equation
Topic 21
Circle - Equation to Radius
Topic 22
Circle - Equation to Radius - Squared Values
Topic 23
Sector Area - Equation to Radius and Angle
Topic 24
Sector Area - Equation to Radius and Angle
Topic 25
Sector Area - Radius and Angle to Sector Area
Topic 26
Sector Area - Radius and Angle to Sector Area
Topic 27
This topic involves solving problems related to the geometry of circles, specifically on calculating the sector area. Students must determine the radius of the circle and the angle of the sector from given equations. These equations typically involve pi and are expressions of the sector area formula. By solving these problems, students practice intermediate-level geometry skills, applying knowledge of circle properties, algebraic manipulation, and understanding the relationship between angle, radius, and area in circular sectors. This set of problems is a part of a broader unit on intermediate geometry practice.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
moreComplete these online problems with 80% or 4 correct answers in a row. Results are immediate.
If the area of a sector of a circle is given by this equation, what is the radius of the circle and the sector angle?
Earned ?