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A scatter plot of price against living area shows points rising steadily with little vertical spread. What does this indicate?

Correct Answer

A) A strong positive relationship between the two

Why this is correct: A strong positive relationship between the two. The governing concept is that a scatter plot shows the relationship between two variables. Points rising steadily with little vertical spread indicate that as living area increases, price increases predictably, showing a strong positive linear correlation. Why the other choices are wrong: That living area does not influence sale price is wrong because the rising pattern shows clear influence. That the sample contains a recording error is wrong; tight clustering suggests data consistency, not error. A negative relationship between the variables is wrong; a negative relationship would show a downward trend. Exam tip: A tight, upward-sloping cluster on a scatter plot visually confirms a strong positive relationship before any statistical calculation.

Answer Options
A
A strong positive relationship between the two
B
That living area does not influence sale price
C
That the sample contains a recording error
D
A negative relationship between the variables

Why This Is the Correct Answer

Why this is correct: A strong positive relationship between the two. The governing concept is that a scatter plot shows the relationship between two variables. Points rising steadily with little vertical spread indicate that as living area increases, price increases predictably, showing a strong positive linear correlation. Why the other choices are wrong: That living area does not influence sale price is wrong because the rising pattern shows clear influence. That the sample contains a recording error is wrong; tight clustering suggests data consistency, not error. A negative relationship between the variables is wrong; a negative relationship would show a downward trend. Exam tip: A tight, upward-sloping cluster on a scatter plot visually confirms a strong positive relationship before any statistical calculation.

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