Which regular polygon has the least measure of an interior angle?

Scalene

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Square

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Both A & B

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Equilateral triangles

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Solution

The correct option is D Equilateral triangles
Sum of all the angles of a triangle $= 180^{o}$
Therefore, $x + x + x = 180^{o}$
$3 x = 180^{o}$
$x = 60^{o}$
Equilateral triangle being the least sided polygon has the least measure of interior angles.
Therefore, D is the correct answer

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Which regular polygon has the least measure of an interior angle?

The correct option is D Equilateral trianglesSum of all the angles of a triangle =180oTherefore, x+x+x=180o3x=180ox=60oEquilateral triangle being the least sided polygon has the least measure of interior angles.Therefore, D is the correct answer

The correct option is D Equilateral triangles
Sum of all the angles of a triangle $= 180^{o}$
Therefore, $x + x + x = 180^{o}$
$3 x = 180^{o}$
$x = 60^{o}$
Equilateral triangle being the least sided polygon has the least measure of interior angles.
Therefore, D is the correct answer