Group the objects into classes so that all the elements within each class are topologically equivalent and no elements from different classes are topologically equivalent.
A. a glass
B. a bowling ball
C. a sheet of typing paper
D. a ruler
E. a sphere
A) A, B, C, D and E
B) A, B, C, and E; D
C) A, B, C, and D; E
D) A; B, C, D and E
E) A, C and E; B; D
Correct Answer:
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Q2: Let X be a point obviously outside
Q3: Group the objects into classes so that
Q4: Group the figures into classes so that
Q5: Let X be a point obviously outside
Q6: Group the figures into classes so that
Q7: Group the objects into classes so that
Q8: Determine whether each of the points A,
Q9: Group the objects into classes so that
Q10: Group the objects into classes so that
Q11: Let X be a point obviously outside
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