If All the Angles of a Hexagon Are Equal, Find the Measure of Each Angle. - Mathematics

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Sum

If all the angles of a hexagon are equal, find the measure of each angle.

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Solution

No. of sides of hexagon, n = 6

Let each angle be = x°

Sum of angles = 6x°

(n – 2) x 180° = Sum of angles

(6 – 2) x 180° = 6x°

4 x 180 = 6x

x = `(4 xx 180)/6`

x = 120°

∴ Each angle of hexagon = 120°

Concept: Sum of Exterior Angles of a Polynomial
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Chapter 28: Polygons - Exercise 28 (A)

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Selina Class 6 Mathematics
Chapter 28 Polygons
Exercise 28 (A) | Q 5.1
Selina Concise Mathematics Class 8 ICSE
Chapter 16 Understanding Shapes
Exercise 16 (A) | Q 5.1 | Page 180
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