2. In the adjoining figure, find the value of x. Also find the measure of <BOE,<AOC and <COE.
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1
Answer:
- Angel AOC+AngleCOE+AngleBOE+AngleDOE+AngleDOF+AngleFOA+AngleAOC=360 DEGREE
- BY VERTICALLY OPPOSITE ANGLE WE KNOW THAT,
- ANGLE AOF=ANGLE BOE(2x=2x)
- ANGLE COE=ANGLE FOD(33 degree =33 degree)
- ANGLE BOD=ANGLE AOC(x=x)
- from the above we know that,
- x+x+2x+2x+33+33=360
- 6x+66=360
- 6x=360-66
- 6x=294
- x=294/6=49
- ANGLE BOE=2x=2*49=98DEGREE
- ANNGLE AOC=x=49DEGREE
- ANGLE COE=33DEGREE
Answered by
7
AB is a straight line
2x+x+33 = 180
3x = 180 - 33
3x = 147
x = 29
2x :- 2×29 = 58
NOW,
<BOE = < AOF{V.O.A}
<AOF=58
<BOE= 58
<AOC = < BOD {V.O.A}
<BOD = 29
<AOC = 29
< COE = <DOE {V.O.A}
<DOE = 33
<COE = 33
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