-
Measure of each interior angle of a regular polygon can never be :
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- 150°
- 105°
- 108°
- 144°
- 150°
Correct Option: B
According to question ,
Check through options ,
| Each interior angle = |  |  | × 90° | |
| n |
If measure of each angle = 105°
| then, | = 105° | |
| n |
⇒ (2n – 4) × 6 = 7n
⇒ 12n – 24 = 7n
⇒ 5n = 24
| n = | which is impossible. | |
| 5 |
