Question

find the measure of each of the two angles formed by bisecting an angle of measure 150

Answer 1

Answer:

75 degree

Step-by-step explanation:

measure of each angle is = 150°

measure of one angle is =150/2=75°

Answer 2

Value of each angle:

Let us consider an angle say ∠A=150°

As an obtuse angle is a type of angle that is always greater than 90° but less than 180°, it is an obtuse angle. In other words, its angle ranges from 90° to 180°.

To find the value of each angle say  ∠x and ∠y bisecting the  ∠A

we can say that,

           ∠x  + ∠y = ∠A =150°

when an angle is bisected it bisects into two equal angles

so we say that,

            ∠x = ∠y

Now,

           ∠x +∠y =∠A = 150°

         ∠x+∠x=  ∠A = 150°

           2∠x = 150°

             ∠x = 75°

From the above equation

             ∠x = ∠y

           ∠x =  75°

           ∠y = 75°

these values also satisfy the given value of ∠A = 150°

           ∠x  + ∠y = ∠A =150°

          75°  +75° = ∠A =150°

For more such questions on Angles: https://brainly.in/question/33894156

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