Question Details

Detailed explanation and options for the selected question.

What is the sum of the interior angles of a hexagon?

A. 720°

B. 540°

C. 360°

D. 900°

Explanation:

The formula is (n-2)×180°. For a hexagon (n=6), the sum = 720°. Other options miscalculate.

Related Topics

How to Graph Quadratic Functions (Vertex Form)

Revision Notes

How to Use Logarithmic Differentiation (Basic Idea)

Revision Notes

How to Interpret Logarithmic Scales (pH, Richter, Decibel)

Revision Notes

How to Calculate the Volume of a Cylinder

Revision Notes

How to Calculate Perimeter of Polygons

Revision Notes

How to Use Sum and Difference Identities (Sine, Cosine, Tangent)

Revision Notes

How to Perform Long Division

Revision Notes

How to Use the Circle-Sector Area Formula

Revision Notes

How to Convert Units (Metric System)

Revision Notes

How to Graph Inequalities on the Number Line

Revision Notes