find the value of x in this figure
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Answered by
4
/_ACB+/_ACD=180°............LP
/_ACB+110°=180°
/_ACB=70°
120+/_ABC=180°.................LP
/_ABC=60°
SO
x+60°+70°=180...............ASP
x=180-130
x=50°
Please mark it as brainlist
/_ACB+110°=180°
/_ACB=70°
120+/_ABC=180°.................LP
/_ABC=60°
SO
x+60°+70°=180...............ASP
x=180-130
x=50°
Please mark it as brainlist
Answered by
3
✌Hey dear.....✌
Here is your answer....
In the given figure...
Angle ABC+120=180 degree[Linear pair]
So angle ABC=180-120 degrees
angle ABC=60degree.
And....
Angle ACB+110=180 degrees.(Linear pair)
Angle ACB=70
NOW IN triangle ABC.
=>60+70+X=180
=>130+X=180
=>X=50 degrees.
✌Hope it helps....✌
Here is your answer....
In the given figure...
Angle ABC+120=180 degree[Linear pair]
So angle ABC=180-120 degrees
angle ABC=60degree.
And....
Angle ACB+110=180 degrees.(Linear pair)
Angle ACB=70
NOW IN triangle ABC.
=>60+70+X=180
=>130+X=180
=>X=50 degrees.
✌Hope it helps....✌
sahildhande987:
hey
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