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Glossary

C

Causation

Criticality: 3

A relationship where a change in one variable directly produces a change in another variable, indicating a cause-and-effect link.

Example:

In a controlled experiment, if a new fertilizer is applied to plants and they consistently grow taller than plants without it, this demonstrates causation between the fertilizer and plant height.

Confounding variables

Criticality: 3

An unmeasured third variable that influences both the explanatory and response variables, creating an apparent association that is not a direct causal link.

Example:

If a study finds a positive correlation between shoe size and reading ability in children, age is a likely confounding variable because older children have larger feet and better reading skills.

Correlation

Criticality: 3

A statistical measure that quantifies the strength and direction of the linear association between two quantitative variables.

Example:

A strong positive correlation between daily ice cream sales and temperature suggests that as the temperature rises, ice cream sales also tend to increase.

L

Large sample size

Criticality: 2

Collecting data from a sufficiently great number of individuals or observations to ensure that the results are statistically reliable and representative of the broader population.

Example:

To accurately estimate the average screen time of teenagers, researchers would need a large sample size of hundreds or thousands of teens, not just a handful from one school.

Linear relationships

Criticality: 2

A pattern observed in a scatterplot where the data points tend to follow a straight line, indicating a consistent rate of change between two variables.

Example:

When plotting the number of hours a student studies against their exam score, a linear relationship might show that for every additional hour studied, the score increases by a consistent amount.

R

Random Error

Criticality: 2

Unpredictable and uncontrollable variations in measurements that cause data points to scatter around the true value, often due to natural variability or measurement imprecision.

Example:

When repeatedly weighing an object on a digital scale, slight fluctuations in the last decimal place due to air currents or minor vibrations are examples of random error.

Repeat study

Criticality: 2

The process of conducting a research study multiple times, often in different populations or under varied conditions, to verify the consistency and generalizability of the findings.

Example:

Before a new educational program is widely adopted, educators might repeat study trials in diverse school districts to confirm its effectiveness across different student demographics.

S

Systematic Error

Criticality: 3

A consistent and predictable error in measurement that causes readings to deviate from the true value in a specific direction, often due to a flaw in the instrument or method.

Example:

If a thermometer consistently reads 2 degrees Celsius higher than the actual temperature, every measurement taken with that thermometer will have a systematic error of +2°C.