There are four statements. Which of these are true? Statement 1: is a countable set. Statement 2: is an uncountable set. Statement 3: is an uncountable set. Statement 4: is an uncountable set.
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There are four statements. Which of these are true? Statement 1: is a countable set. Statement 2: is an uncountable set. Statement 3: is an uncountable set. Statement 4: is an uncountable set.
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There are four statements. Which of these are true? Statement 1: {y is a rational number | -200 ≤ y ≤ 200} is a countable set. Statement 2: {y = m/n | m and n are integers} is an uncountable set. Statement 3: {y is a real number | 0 ≤ y < 0.7} is an uncountable set. Statement 4: {y = √2/n | n is a positive integer} is an uncountable set. (A) Statement 1 and Statement 2 (B) Statement 1 and Statement 3 (C) Statement 2 and Statement 4 (D) Statement 3 and Statement 4
Also written as: There are four statements. Which of these are true? Statement 1: {y is a rational number | -200 <= y <= 200} is a countable set. Statement 2: {y = m/n | m and n are integers} is an uncountable set. Statement 3: {y is a real number | 0 <= y < 0.7} is an uncountable set. Statement 4: {y = sqrt(2)/n | n is a positive integer} is an uncountable set.
Sets, relations and functions has come up 65 times in 6 exams since 2004.
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.
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Question from the DSE 2021 paper. Solutions are TestStop's own. Not affiliated with or endorsed by any examination authority.