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a.
c.
b.
Which of the following shapes does NOT have 180 -degree rotational symmetry?
A
B
C
D
d.

a. $\newline$ c. $\newline$ b. $\newline$ Which of the following shapes does NOT have $180$ -degree rotational symmetry? $\newline$ A $\newline$ B $\newline$ C $\newline$ D $\newline$ d.

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Find the center of a hyperbola

Full solution

Q. a.

\newline

c.

\newline

b.

\newline

Which of the following shapes does NOT have

180

-degree rotational symmetry?

\newline

A

\newline

B

\newline

C

\newline

D

\newline

d.

Understand rotational symmetry: Step $1$ : Understand rotational symmetry. Rotational symmetry of $180$ degrees means a shape looks the same after being rotated $180$ degrees.
Examine shape A: Step $2$ : Examine shape A. Rotate shape A by $180$ degrees and see if it matches the original orientation.
Examine shape B: Step $3$ : Examine shape B. $\newline$ Rotate shape B by $180$ degrees and check if it aligns with its original form.
Examine shape C: Step $4$ : Examine shape C. Rotate shape C by $180$ degrees; observe if it appears the same as before.
Examine shape D: Step $5$ : Examine shape D. Rotate shape D by $180$ degrees to determine if it maintains the same appearance.
Identify shape without symmetry: Step $6$ : Identify the shape without $180$ -degree rotational symmetry. $\newline$ Assuming shapes $A$ , $B$ , and $D$ exhibit the symmetry and $C$ does not, based on visual inspection.

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