esalvatore277 esalvatore277
  • 25-06-2022
  • Mathematics
contestada

Choose all of the following angles that cannot
be an interior angle in a regular polygon.
24° 72°
72°
135°
135° 164° 179⁰

Respuesta :

ramisaf2007 ramisaf2007
  • 25-06-2022

Answer:

Step-by-step explanation:

Answer:

Solution:

(i) 135°

No of sides = n

Each interior angle = 135°

(2n -4) x 90° /n = 135°

180n - 360° = 135n

180n - 135 = 360°

n = 8

Which is not a whole number

Hence, it is possible to have a regular polygon whose interiro angle is 135° .

(ii) 155°

No of sides = n

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