A line or ray that divides an angle subtended by two rays into congruent angles is known as what?

Perpendicular bisector

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Angle bisector

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Bisector

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congruent ray

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Solution

The correct option is B Angle bisector
A line or ray that divides an angle subtended by two rays into congruent angles is known as angle bisector.

For example: angle $AOB$ is bisected by ray $OC .$ So, $OC$ is angle bisector of angle $AOB$ as shown.

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Similar questions

Q. The figure formed by two rays with the same initial point is known as

(a) a ray
(b) a line
(c) an angle
(d) a line segment

Two lines intersect at a point and a ray is drawn from the point of intersection. The ray divides the angle between the lines into 1:2 ratio. One of the angles is given, find the value of 'x'.

POQ is a line . Ray OR is perpendicular to line PQ . OS is another Ray lying between rays OP and OR . Prove that angle ROS = 1/2(angle QOS - angle POS).

Poq is a line ray or is a perpendicular two line OS is another Ray lying between ray. op and or or prove that angle r o s=1\2(qos-pos)

P O Q

is a line ray

O R

is a perpendicular to line

P Q

O S

is another ray lying between ray

O P

and

O R

. Prove that

∠ R O S = \frac{1}{2} (∠ Q O S - ∠ P O S)

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A line or ray that divides an angle subtended by two rays into congruent angles is known as what?

The correct option is B Angle bisectorA line or ray that divides an angle subtended by two rays into congruent angles is known as angle bisector. For example: angle AOB is bisected by ray OC. So, OC is angle bisector of angle AOB as shown.

The correct option is B Angle bisector
A line or ray that divides an angle subtended by two rays into congruent angles is known as angle bisector.

For example: angle $AOB$ is bisected by ray $OC .$ So, $OC$ is angle bisector of angle $AOB$ as shown.