Question

In statistics, results are always reported with 100% certainty only when discrete variables are measured. Results cannot be reported with 100% certainty when continuous variables are measured. T/F

Answer 1

Results are always reported with 100% certainty only when discrete variables are measured, not when continuous variables are measured.

Step-by-step explanation:

In statistics, results are always reported with 100% certainty only when discrete variables are measured. Discrete variables are countable and their values are obtained by counting. Examples of discrete variables include the number of red balls or the number of heads. On the other hand, results cannot be reported with 100% certainty when continuous variables are measured. Continuous variables have uncountable values that are obtained by measuring. Examples of continuous variables include temperature or height.

Therefore, the statement is True. Results can be reported with 100% certainty only when discrete variables are measured but not when continuous variables are measured.

Answer 2

The given statement is: False

Step-by-step explanation:

In statistics, the results are never reported with 100% certainty in both the discrete and continuous variables. Because the statistical observations are based on sample and there is every possibility of variation in the results. Therefore, the statistical results are not reported with 100% certainty.

Therefore, the given statement is false that is, F