Introduction
Statistical or Factual Cause-Effect questions are based on data trends, numerical patterns, or real-world statistics. In such questions, both statements often contain measurable facts, and you must identify whether one fact causes the other or if both are simply correlated. This pattern helps develop logical reasoning based on observed data rather than assumptions.
Pattern: Statistical / Factual Cause–Effect
Pattern
The key concept is: when both statements show factual or numerical trends, the cause is the one that logically explains or leads to the other trend.
Step-by-Step Example
Question
1️⃣ Use of online learning apps has increased.
2️⃣ Internet data consumption has risen rapidly.
Which of the following correctly represents the relationship?
(A) 1 → Cause; 2 → Effect
(B) 2 → Cause; 1 → Effect
(C) Both are effects of a common cause
(D) Both are independent
Solution
-
Step 1: Identify statistical facts
Both statements describe measurable increases - one in app usage, the other in data consumption. -
Step 2: Establish logical direction
Increase in app usage directly leads to higher internet data usage. -
Step 3: Verify possibility of reversal
Data usage rising doesn’t necessarily cause more app downloads - the opposite makes more sense. -
Final Answer:
1 → Cause; 2 → Effect → Option A -
Quick Check:
If app usage stops, data consumption will drop ✅
Quick Variations
1. Data may come from surveys, sales reports, or market trends.
2. One trend usually drives another - such as income vs. expenditure, price vs. demand, or usage vs. cost.
3. Sometimes both facts stem from an external cause (e.g., festival season, policy change).
Trick to Always Use
- Look for directional dependency - which event logically increases or decreases the other.
- Check whether both data points move in sync (correlation) or in sequence (causation).
- If unsure, imagine removing one factor - if the second changes, the first is likely the cause.
Summary
Summary
- Statistical or Factual Cause-Effect questions rely on quantitative trends or factual changes.
- The cause drives measurable change in another variable (the effect).
- Correlation ≠ causation - ensure there’s a logical link between the two data facts.
- Used in exams to test data reasoning and practical interpretation skills.
Example to remember:
“App usage increased → Internet data usage rose.”
