i want answer for this urgently
Attachments:
Answers
Answered by
2
as,given parallel lines so there is transversal..
y=59°(alternate interior angle.)
Then,
59°+60°=y+x(exterior,angle property of triangle)
119°=59°+x
119°-59°=x
60°=x
thus answer is x=60° and y=59°...
y=59°(alternate interior angle.)
Then,
59°+60°=y+x(exterior,angle property of triangle)
119°=59°+x
119°-59°=x
60°=x
thus answer is x=60° and y=59°...
Answered by
10
Hey !!
We know that, sum of angles of a ∆ is always equal to 180° .
So ,
/_ CAB + /_ CBA + /_ ACB = 180°
59° + 60° + /_ ACB = 180°
/_ ACB + 119° = 180°
/_ ACB = 180° - 119°
/_ ACB = 61°
And,
Y = 59° [ Alternate interior angle ]
/_ ACB + Y° + X° = 180° [ Linear pair ]
61° + 59° + X° = 180
X° + 120° = 180°
X = 180° - 120°
X = 60°
Hence,
X = 60° and Y = 59°
We know that, sum of angles of a ∆ is always equal to 180° .
So ,
/_ CAB + /_ CBA + /_ ACB = 180°
59° + 60° + /_ ACB = 180°
/_ ACB + 119° = 180°
/_ ACB = 180° - 119°
/_ ACB = 61°
And,
Y = 59° [ Alternate interior angle ]
/_ ACB + Y° + X° = 180° [ Linear pair ]
61° + 59° + X° = 180
X° + 120° = 180°
X = 180° - 120°
X = 60°
Hence,
X = 60° and Y = 59°
Attachments:
Similar questions
Social Sciences,
7 months ago
Hindi,
1 year ago
Math,
1 year ago
Hindi,
1 year ago
English,
1 year ago