At a crossroads in Jaipur, two straight roads cut across each other. The angle between the road to the temple and the road to the market is 110°. Directly across the junction, the road to the school and the road to the station meet at the vertically opposite angle. What is that angle?

Question

Accepted Answer

110. The angle across the junction is vertically opposite to the 110° angle, so it is also 110°.

At a crossroads in Jaipur, two straight roads cut across each other. The angle between the road to the temple and the road to the market is 110°.
Directly across the junction, the road to the school and the road to the station meet at the vertically opposite angle. What is that angle?

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 9 Linear Pair and Vertically Opposite Angles practice

At a crossroads in Jaipur, two straight roads cut across each other. The angle between the road to the temple and the road to the market is 110°.Directly across the junction, the road to the school and the road to the station meet at the vertically opposite angle. What is that angle?

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 9 Linear Pair and Vertically Opposite Angles practice

At a crossroads in Jaipur, two straight roads cut across each other. The angle between the road to the temple and the road to the market is 110°.
Directly across the junction, the road to the school and the road to the station meet at the vertically opposite angle. What is that angle?