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If one side of a regular polygon with seven sides is produced, the exterior angle (in degrees) has the magnitude:

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If one side of a regular polygon with seven sides is produced, the exterior angle (in degrees) has the magnitude:

(a) 60 

(b) \(51\frac37\)

(c) 45 

(d) 40

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(b) \(51\frac{3°}{7}\)

Exterior angle = \(\frac{360°}{\text{number of sides}}\) = \(\frac{360°}{7} = \) \(51\frac{3°}{7}\).

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