Question
Statements: All Wrappers are Wafers. Only
a few Wafers are Celebrations. No Celebration is Party. Conclusions: I. All Wrappers can be Celebrations. II. Some Wafers are not Parties. III. Some Parties are Wrappers. In the question below there are three statements followed by three conclusions I, II and III. You have to take the three given statements to be true even if they seem to be at variance from commonly known facts and then decide which of the given conclusions definitely follows from the three statements disregarding commonly known facts.Solution
All Wrappers are Wafers (A) + Only a few Wafers is Celebrations (I) → Probable conclusion → All Wrappers can be Celebrations (A). Hence conclusion I follows. Only a few Wafers is Celebrations (I) + No Celebration is Party (E) → Some Wafers are not Parties (O). Hence conclusion II follows. All Wrappers are Wafers (A) + Only a few Wafers is Celebrations (I) → No conclusion. Hence conclusion III does not follow.
Which of the following statistical methods is most appropriate for analyzing the relationship between two continuous variables?
Which of the following methods is most commonly used for ensuring that time series data is stationary?
Which of the following is a key advantage of using box plots over histograms for visualizing data?
In hypothesis testing, which of the following best describes the p-value?
To reduce bias in a sampling process, which of the following strategies is most effective?
Which of the following R functions is used to perform a t-test for comparing the means of two independent samples?
Which of the following methods is most effective in reducing selection bias during the sampling process?
Which data modeling technique is used to represent the relationships between entities in a database?
In stratified sampling, how are the population groups divided?
Which of the following Big Data processing models is based on the concept of continuous data flow processing?Â
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