Question

If angle POQ=1/3(270), then POQ is a/an

Answer 1

Answer:

a Right angle

Step-by-step explanation:

1/3(270)

=1(90)

=90°

Answer 2

Given :-

• ∠POQ = (1/3) (270°)

To Find :-

• ∠POQ is ?

Solution :-

→ ∠POQ = (1/3) of (270°)

→ ∠POQ = (1/3) * (270°)

→ ∠POQ = 90° .

Now,

As we know that, in a Triangles angles have names that tell you what type of angle is inside : ---

• 1) Acute angle = All angles are less than 90°..

• 2) Right angle = Has a right angle (90°)..

• 3) Obtuse angle = Has an angle more than 90°..

Since ,

→ ∠POQ = 90° .

Therefore,

→ ∠POQ = A Right Angle .

Hence, ∠POQ is a Right Angle.

_______________________

Extra :-

→ There are three special names given to triangles that tell how many sides (or angles) are equal :---

1) Equilateral Triangle :-- Have Three equal sides and Three equal angles, always 60°..

2) Isosceles Triangle :-- Have Two equal sides and Two equal angles..

3) Scalene Triangle :-- No equal sides and No equal angles...

→ The three interior angles always add to 180°...

____________________________