, lines AB, CD, EF intersect at o find
the measures of angle AOE angle EOD when aoc is 30 degrees and bof is 30 degrees
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Answer:
<AOE = 30° &<EOD = 120°
Step-by-step explanation:
Given that, <AOC = 30° & <BOF= 30°
<BOF & <AOE are vertically opposite angles
:. <BOF = <AOE
:. <AOE = 30°
Also <AOC and <BOD are vertically opposite angles
:. <BOD=30°
Since AB is a line <AOB = 180° [linear pair]
<AOB = <AOC +<EOD+<BOD
le. <AOC +<EOD+<BOD=180°
:. 30° + <EOD + 30°=180°
<EOD +60°=180°
:. <EOD = 180°-60°
= 120°
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