Type a counter-example that would have to exist in order for the conclusion to be false.

5 0, 6 0, 12 0, 16 0, 20 0, 100 0.

Conclusion: All numbers are greater than 0.

Counterexample:

Question

Desmond Keller

Mathematics

12 August, 20:08

Type a counter-example that would have to exist in order for the conclusion to be false.

5 0, 6 0, 12 0, 16 0, 20 0, 100 0.

Conclusion: All numbers are greater than 0.

Counterexample:

+5

Answers (1)

Know the Answer?

Kolten Caldwell · Answer 1

A counterexample is an example that disproves a conclusion. For this problem all you have to do is make a list of numbers that are less than zero. Your counterexample could be something like: - 1, - 1.5, - 2, - 2.5, - 3, - 3.5

Type a counter-example that would have to exist in order for the conclusion to be false.5 0, 6 0, 12 0, 16 0, 20 0, 100 0.Conclusion: All numbers are greater than 0.Counterexample:

Type a counter-example that would have to exist in order for the conclusion to be false.

5 0, 6 0, 12 0, 16 0, 20 0, 100 0.

Conclusion: All numbers are greater than 0.

Counterexample: