Describing the Distribution of a Quantitative Variable

AP Statistics· difficulty 2/5

For a perfectly symmetric distribution

A
$Mean > median$
B
$Mean < median$
C
$Mean = 0$
D
$Mean = median$
check_circle

Explanation

Symmetry forces mean and median to coincide.

Want 10 more like this — adaptive to your weak spots?

Practice 10 like thisarrow_forward Predict my AP score

Related questions

stat-u1-018
Which best describes the shape of this distribution?…
chevron_right
stat-u1-017
Which feature of this distribution is most prominent?…
chevron_right
stat-one-035
Looking at a roughly symmetric histogram, the median falls…
chevron_right

auto_awesomeAll Tools question_answerHomework Q&A menu_bookAP & SAT Prep timelineLearn Mode

AP Statistics · Describing the Distribution of a Quantitative Variable Practice Question | Acemy