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Questions › UoH › UoH 2015 › Q15
1 mark, −0.33Mathematics › Sets, relations and functions › Cardinality and countabilityEasyabout 1 min

UoH 2015 Question 15: Sets, relations and functions

How many distinct subsets can be formed from the set N={7,3,8,2,9,6}N = \{7,3,8,2,9,6\}N={7,3,8,2,9,6} ?

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Plain-text version

How many distinct subsets can be formed from the set N = {7,3,8,2,9,6}? (A) 6. (B) 64. (C) 18144. (D) 35.

Sets, relations and functions has come up 65 times in 6 exams since 2004.

What this question tests

This question is on Cardinality and countability, part of Sets, relations and functions in Mathematics.

Comparing the size of sets, including finite, countable and uncountable sets.

TestStop has 6 past-paper questions on this subtopic.

Practise Sets, relations and functionsMore on Cardinality and countability

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Question from the UoH 2015 paper. Solutions are TestStop's own. Not affiliated with or endorsed by any examination authority.