Question

a figure looks the same after a rotation of 90 degrees. how many times does it exhibit rotational symmetry in a full turn?
a. one
b. three
c. four
d. two
which type of symmetry is seen when a shape can be split into mirror - image halves?
a. rotational symmetry
b. inverse symmetry
c. translational symmetry
d. reflective symmetry
if a kaleidoscope pattern is rotated 60 degrees and still looks the same, it demonstrates what type of symmetry?
a. inverse symmetry
b. reflective symmetry
c. rotational symmetry
d. translational symmetry
what type of symmetry is shown by the logo of toyota?
a. reflective symmetry
b. translational symmetry
c. rotational symmetry
d. no symmetry

Explanation:

Step1: Calculate rotation - symmetry times

A full - turn is 360 degrees. If a figure looks the same after 90 - degree rotation, 360÷90 = 4.

Step2: Recall symmetry types

Mirror - image halves define reflective symmetry.

Step3: Identify symmetry by rotation

A pattern that looks the same after rotation has rotational symmetry.

Step4: Analyze Toyota logo

The Toyota logo has reflective symmetry.

Answer:

1. c. Four
2. d. Reflective symmetry
3. c. Rotational symmetry
4. a. Reflective symmetry