Diagonals of a quadrilateral MNOP each other.If angle N=75° then find the degree measure of angle O
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180_75=105 (sum of adjacent angles is equal to 180)
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In a quadrilateral, the sum of the adjacent angles is 180°.
Therefore, the sum of ∠N and ∠O is 180°
⇒75°+∠O=180°
⇒∠O=180°-75°
⇒∠O=105°
Therefore, the sum of ∠N and ∠O is 180°
⇒75°+∠O=180°
⇒∠O=180°-75°
⇒∠O=105°
srinidh3:
it is a quadrilateral
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