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After bisecting the original angle of 14°, there are two angles. Which statement is true? A) Bisecting this angle means dividing it into two congruent angles that each measure 2°. B) Bisecting this angle means dividing it into two congruent angles that each measure 7°. C) Bisecting this angle means dividing it into two congruent angles that each measure 14°. D) Bisecting this angle means dividing it into two congruent angles that each measure 28°.

Answer :

Answer:

The correct answer is B as the bisector divides it into two equal parts

14 / 2 = 7

Step-by-step explanation:

The answer to the question "After bisecting the original angle of 14°, there are two angles. Which statement is true?" is B: "Bisecting this angle means dividing it into two congruent angles that each measure 7°"

The bisection of an angle will divide the angle into two equal parts

The bisected angle = 14°

If <14° is bisected, it is divided into two equal halves

14°/2  =  7°

Therefore, bisecting angle 14° will divide it into two congruent angles that measure 7° each

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