Question

find COD if angle AOC +angle BOD ==70

Answer 1

Answer:

AOC+bod=70 find cod

Step-by-step explanation:

y+y=70degree

2y=70degree

y=70/2degree

y=35degree

then bod =35 AOC=35degree

AOC+cod+dob=180degree (linear... )

35+cod+35=180degree

cod=180-70degree

cod=110degree

Answer 2

Concept:

In Euclidean math, a point is the figure shaped by two beams, called the sides of the point, sharing a typical endpoint, called the vertex of the point. Points framed by two beams lie in the plane that contains the beams. Points are additionally framed by the convergence of two planes. These are called dihedral points. In Plane Geometry, a figure which is framed by two beams or lines that shares a typical endpoint is called a point.

Given:

Here it is given that ∠ $AOC$$+$∠$BOD=70$ in the above figure.

Find:

We have to find ∠$COD$ from the above figure.

Solution:

Applying the rule of angle, we know that in a straight line the angle should be always be $180$°.

So, in this problem the ∠$AOB=180$°

So, the angle  ∠$COD$$=(180-70)=110$°

Hence, the angle ∠$COD =110$°.