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Core Skills Analysis

Math

Cian modified a paper plane by adding ridges and then launched both the altered and original models. He measured the distance each plane travelled in metres and timed how long each stayed aloft in seconds, recording the data in his Flight Log. Using the recorded values, Cian calculated the average speed of each plane by dividing distance by time, applying basic ratio and rate concepts. By comparing the two speed results, he determined whether his modifications improved the planes' performance.

Tips

To deepen Cian's understanding, have him repeat the experiment with at least three trials per design and compute mean, median, and range of the speeds. Introduce graphing by plotting distance versus time for each plane on a scatter chart to visualise trends. Encourage Cian to experiment with different wing shapes or weights, then calculate the percentage change in speed to practice percentage increase/decrease. Finally, link the findings to real‑world contexts, such as how engineers use speed and distance data when designing aircraft.

Book Recommendations

Learning Standards

  • ACMSP058 – Investigate and interpret data by collecting distance and time measurements.
  • ACMSP062 – Apply ratio and rate concepts to calculate average speed.
  • ACMSP066 – Compare and evaluate results using percentage change and descriptive statistics.

Try This Next

  • Worksheet: Create a table for multiple trials that records distance (m), time (s), and calculated speed (m/s) for each plane.
  • Graphing activity: Plot distance versus time on graph paper or a digital tool to compare the two designs.
  • Quiz: Five short questions on ratio, rate, and percentage change using Cian's flight data.
  • Writing prompt: Compose a brief report describing the hypothesis, method, results, and conclusion of the paper‑plane test.
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