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A regular 8-sided polygon and a regular 10-sided polygon share a single side, as shown below. Calculate the size of the angle marked b. Give your answer in degrees (°). ​

(LOOK AT IMAGE) A regular 8-sided polygon and a regular 10-sided polygon share a single-example-1

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Answer: 9

Explanation:

The interior angle of the 8-sided polygon is


(180(8-2))/(8)=135^(\circ)

The interior angle of the 10-sided polygon is


(180(10-2))/(10)=144^(\circ)

Taking the difference, we get
b=9^(\circ)

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