FBISE, NCP & NBF-aligned resources for Classes 9–12
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Computer Chapter 4 : Topic 2.13
Variable Relationships
1 / 9
In a dataset stored for analysis, what is the most accurate explanation of why a relationship between two variables may appear even when no real causal link exists in real-world context?
Reasoning: Apparent relationships can be misleading because of confounding variables, random chance, or biased sampling, not necessarily true causation.
2 / 9
When analyzing two variables in a dataset, which situation best indicates that no meaningful relationship exists between them?
Reasoning: A lack of consistent pattern or trend suggests no meaningful correlation or dependency.
3 / 9
Why might two variables show a strong correlation in data analysis but still not have a causal relationship?
Reasoning: A hidden or confounding variable can influence both variables, creating a false impression of direct causation.
4 / 9
In a classroom dataset, students notice that higher ice cream sales are linked with higher drowning cases. What is the most reasonable explanation?
Reasoning: Hot weather increases both ice cream consumption and swimming activity, leading to more drowning incidents without direct causation.
5 / 9
Which statement best explains why relationships between variables must be interpreted carefully in data science?
Reasoning: Data patterns can arise from randomness, bias, or hidden variables, so interpretation must be cautious.
6 / 9
When a dataset shows no relationship between study time and exam scores, what is a logical explanation?
Reasoning: Other factors like study methods, prior knowledge, and learning ability can affect results, masking a direct relationship.
7 / 9
What is the most likely reason for an observed relationship that disappears when more data is collected?
Reasoning: Small samples can show misleading patterns that vanish when larger, more reliable datasets are used.
8 / 9
Why is it dangerous to assume causation from correlation in data analysis?
Reasoning: Assuming causation incorrectly can lead to flawed predictions and poor decision-making.
9 / 9
In which situation is a “no relationship” conclusion most valid?
Reasoning: Random scatter indicates no consistent pattern or correlation between variables.
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