" Two straight lines "AB" and "CD" cut each other at "0." If "/_BOD=63^(0)," then "/_BOC=

Two straight lines AB and CD cut each other at O. If /_BOD=63^(@), then /_BOC=63^(@) (b) 117^(0)(c)17^(0) (d) 153^(@)

Two straight lines A B\ a n d\ C D cut each other at Odot If /_B O D=63^0 , then /_B O C= (a) 63^0 (b) 117^0 (c) 17^0 (d) 153^0

straight lines AB and CD intersect at O. If angleAOC+angleBOD=130^(@) then angleAOD=?

Two straight lines AB and CD intersect one another at the point O. If /_AOC+/_COB+/_BOD=274^(0), then /_AOD=86^(0)(b)90^(@)(c)4^(0)(d)137^(0)

In the given figure, two straight lines AB and CD intersect at a point and /_ AOC = 50^(@) . Then, /_ BOD = ?

In the given figure, two straight line AB and CD intersect at a point O. If angleBOD= 40^(@) , find the measure of each of the angles, angleBOC, angleAOC and angleAOD

The figure given alongside shows two straight lines AB and CD intersecting each P (3,4) other at point P (3, 4). Find the equations 45^@ of AB and CD.

In the given figure, two straight lines AB and CD intersect at a point such that /_AOC = 50^(@) . Find: (i) /_BOD (ii) /_BOC

Two lines AB and CD intersect at O .If " /_AOC=50^(@) , find /_AOD,/_BOD and /_BOC