Math

QuestionWhich option does NOT describe bisecting: a. Divide into 2 equal parts, b. Split in half, c. Split into 2 congruent pieces, d. Add 2 to all sides/angles?

Studdy Solution

STEP 1

Assumptions1. Bisecting refers to the act of dividing something into two equal or congruent parts. . The term is often used in geometry, where it refers to dividing an angle, line segment, or other figure into two equal parts.
3. Each option (a, b, c, d) is a separate statement that may or may not correctly describe bisecting.

STEP 2

Evaluate each option to see if it describes bisecting.
a. Divide into2 equal parts This is a correct description of bisecting. In bisecting, we divide something into two equal parts.
b. Split in half This is also a correct description of bisecting. Splitting something in half is another way of saying that we divide it into two equal parts.
c. Split into2 congruent pieces This is another correct description of bisecting. In geometry, congruent means equal in shape and size. So, splitting something into two congruent pieces means dividing it into two equal parts.
d. Add two to all sides/angles This does not describe bisecting. Adding two to all sides or angles of a figure would change the figure, but it would not necessarily divide it into two equal parts.

STEP 3

Identify the option that does not describe bisecting.
Option d does not describe bisecting.
So, the answer is d. Add two to all sides/angles.

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