The of two vertically opposite angles is 166-circ- Find each of the angles-

Question

Toppr Admin · Accepted Answer

As we know- the vertically opposite angles are equal-Let -y- be the angle-As the sum of angles is given as -166-circ-y-y-166-o-Rightarrow 2y-166-circ-Rightarrow y-dfrac-166-circ-2-Rightarrow y-83-circ-Therefore- both angles are of -83-circ-

The sum of two vertically opposite angles is $$166^\circ.$$ Find each of the angles.

As we know, the vertically opposite angles are equal.

Let $$y$$ be the angle.

As the sum of angles is given as $$166^\circ,$$
$$y+y=166^o$$
$$\Rightarrow 2y=166^\circ$$
$$\Rightarrow y=\dfrac{166^\circ}{2}$$
$$\Rightarrow y=83^\circ$$

Therefore, both angles are of $$83^\circ.$$

The sum of two vertically opposite angles is $$166^\circ.$$ Find each of the angles.

As we know, the vertically opposite angles are equal.Let $$y$$ be the angle.As the sum of angles is given as $$166^\circ,$$$$y+y=166^o$$$$\Rightarrow 2y=166^\circ$$$$\Rightarrow y=\dfrac{166^\circ}{2}$$$$\Rightarrow y=83^\circ$$Therefore, both angles are of $$83^\circ.$$

As we know, the vertically opposite angles are equal.

Let $$y$$ be the angle.

As the sum of angles is given as $$166^\circ,$$
$$y+y=166^o$$
$$\Rightarrow 2y=166^\circ$$
$$\Rightarrow y=\dfrac{166^\circ}{2}$$
$$\Rightarrow y=83^\circ$$

Therefore, both angles are of $$83^\circ.$$