AP®︎ Statistics (pre-2026): Topic 7.3 Flashcards

Master key terms and definitions for Topic 7.3 of AP Statistics (pre-2026) – Justifying a Claim About a Population Mean Based on a Confidence Interval to help you prep for quizzes and the AP exam.


This course has been archived. The College Board updated AP Statistics for the 2026–27 school year, and the units and topics changed.
Go to the new AP® Statistics
0%
11 cards total
11 not started
0 learning
0 almost done
0 mastered
Term

Correct Contextual Interpretation of a Confidence Interval

Definition

State the confidence level, parameter, population, and that the interval came from a sample.

1 / 11
Correct Contextual Interpretation of a Confidence Interval
Not Started

State the confidence level, parameter, population, and that the interval came from a sample.

UNC-4.SUNC-4.S.3
Matched Pairs Mean Difference Confidence Interval
Not Started

An interval estimating the population mean of pairwise differences from dependent observations.

UNC-4.S
Confidence Level and Confidence Interval Width
Not Started

Higher confidence levels produce wider intervals for the same sample data.

UNC-4.UUNC-4.U.3
Margin of Error for a Mean
Not Started

The distance from the sample mean to either endpoint, equal to critical value times standard error.

UNC-4.U
Standard Error for a Mean
Not Started

The estimated spread of sample means, calculated as s divided by the square root of n.

UNC-4.U
t Critical Value for a Mean Interval
Not Started

The cutoff from the t distribution based on confidence level and degrees of freedom.

UNC-4.U
Degrees of Freedom for One-Sample t Procedures
Not Started

For one sample mean, the value is n minus 1.

UNC-4.U
One-Sample t Interval Formula
Not Started

Sample mean plus or minus t star times s over square root of n.

UNC-4.U
Interpreting a Confidence Interval for a Population Mean
Not Started

We are C% confident this sample-based interval captures the true population mean.

UNC-4.SUNC-4.S.2
Using a Confidence Interval to Evaluate a Claim About a Population Mean
Not Started

A claimed mean is supported if inside the interval and not supported if outside.

UNC-4.TUNC-4.T.1
Sample Size and Confidence Interval Width
Not Started

For one mean, larger samples give narrower intervals because width is proportional to 1/√n.

UNC-4.UUNC-4.U.2