Free Online Flashcard Deck

4 Analyzing Data and Drawing Conclusions Free Online FlashCards

Study 4 Analyzing Data and Drawing Conclusions with 12 free online flashcards. Review key terms, definitions, and concepts with this interactive flashcard deck.

12 cards
01
Front

What makes a data table clear and useful?

Back

Use a specific title and headings that identify each row and column and include units. Record measurements with consistent precision.

02
Front

Why keep individual trial results when reporting a summary?

Back

Keep each trial result alongside any calculated summary so the original measurements can be checked and variation remains visible.

03
Front

When is a line graph useful?

Back

A line graph shows how a measured quantity changes across an ordered scale, such as time or light exposure.

04
Front

What pattern appears in the seedling results?

Back

Mean height rose from 4 cm at 0 hours of light to 7 cm at 4 hours and 10 cm at 8 hours. This shows a pattern in these results, not its cause.

05
Front

How is the mean calculated?

Back

The mean is the sum of the measurements divided by the number of measurements: mean=sum of measurementsnumber of measurements\text{mean}=\frac{\text{sum of measurements}}{\text{number of measurements}}.

06
Front

What does the seedling data's 2 cm range show?

Back

Each set of seedling heights had a range of 2 cm. The range describes the spread, while the mean describes an average.

07
Front

What are three possible sources of uncertainty?

Back

Limited measurement precision, different starting conditions, and too few trials can contribute to uncertainty.

08
Front

Why doesn't the seedling pattern prove that light caused growth differences?

Back

A relationship between two measured variables does not by itself prove cause and effect. Other factors, such as water, temperature, or soil, could affect seedling growth.

09
Front

What should a strong evidence-based conclusion include?

Back

A strong conclusion answers the investigation question, connects a claim to specific evidence, distinguishes observations from inferences, and notes important limits or uncertainty.

10
Front

What should happen when new data conflict with a conclusion?

Back

A conclusion may need revision when new or conflicting data arise; scientific explanations are evaluated against evidence.

11
Front

What kind of comparison suits a bar graph?

Back

A bar graph compares amounts across separate categories, such as different fertilizer types.

12
Front

What can a scatterplot help reveal?

Back

A scatterplot displays paired numerical measurements and can help reveal whether the two variables vary together.