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Laabri

12/9/2020-Angles of Polygons-Day 2

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Last updated over 5 years ago
18 Nsɛmmisa

For numbers 2 thru 6, you're (1) finding the sum of the interior angles and then (2) dividing that sum by the number of sides. (we did this part together)

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The following video describes what to do for 8 thru 10.

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The following video describes what to do for 12 thru 14.

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The following video describes what to do for 16 thru 18.

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Asemmisa {{asɛmmisaAhyɛnsode}}
1.

Use this short video to help you with 2 thru 6.

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2.

Find the measure of one INTERIOR angle of a REGULAR pentagon

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3.

Find the measure of one INTERIOR angle of a REGULAR nonagon

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4.

Find the measure of one INTERIOR angle of a REGULAR decagon

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5.

Given the above polygon, find the measure of one INTERIOR angle.

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6.

Given the above polygon, find the measure of one INTERIOR angle.

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7.

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8.

Given the measure of an EXTERIOR angle of a REGULAR n-gon is 60, find the number of sides.

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9.

Given the measure of an EXTERIOR angle of a REGULAR n-gon is 45, find the number of sides.

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10.

Given the measure of an EXTERIOR angle of a REGULAR n-gon is 72, find the number of sides.

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11.

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12.

Find the measure of one EXTERIOR angle of a REGULAR hexagon

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13.

Find the measure of one EXTERIOR angle of a REGULAR 15-gon

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14.

Find the measure of one EXTERIOR angle of a REGULAR triangle

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15.

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16.

Given the measure of an INTERIOR angle of a REGULAR n-gon is 135, find the number of sides.

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17.

Given the measure of an INTERIOR angle of a REGULAR n-gon is 108, find the number of sides.

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18.

Given the measure of an INTERIOR angle of a REGULAR n-gon is 120, find the number of sides.