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IGCSE Physics: Measurements

Jul 10, 2024

IGCSE Physics: Measurements

Introduction

  • New Series: 25 videos covering the IGCSE Physics syllabus from A to Z.
  • Current Video: Chapter 1 - Making Measurements.

Importance of Accurate Measurement

  • NASA Mars Orbiter Incident: Used incorrect units (pounds force seconds instead of Newton seconds) causing mission failure and a loss of millions of dollars.

Measuring Length

  • Tools: Ruler, precautions for accuracy.
    • Wire example: Must be straight, start at zero point, and ruler must be calibrated.
    • Paper thickness: Measure stacked papers and divide by the number of sheets.
    • Thread: Lay thread on a line and measure with a ruler.
  • SI Unit: Meter (m), can use prefixes like centi-, deci-, milli-, micro-, kilo-.

Example Problem

  • Determine Circumference: Use a marker and roll the object to measure with a ruler. Calculate the circumference by subtracting starting point from the end point after one cycle.

Measuring Volume

  • **Formulas for Regular Shapes: **
    • Cubic: Volume = length x width x height
    • Sphere: Volume = 4/3 πr³
    • Cone: Volume = 1/3 πr²h
  • Irregular Shapes: Water displacement method using measuring cylinder.
  • SI Unit: Cubic meter (m³), can use prefixes.

Measuring Time

  • **Tools: ** Clocks (analog and digital), simple pendulum.
    • Digital clocks provide higher accuracy with milliseconds and nanoseconds.
    • Pendulum: Used when other clocks are not available, oscillates at a constant rate.
    • Period: Time for one complete oscillation.

Example Problem

  • Running Speed: Calculate time elapsed for one lap and use it to predict time for 5 km by converting and scaling the time.

Measuring Density

  • Definition: Density = Mass / Volume
    • Dense object: More matter in small volume.
    • Less dense object: Less matter in same volume.
  • **SI Units for Density: **
    • Gram per cubic centimeter (g/cm³)
    • Kilogram per cubic meter (kg/m³)

Example Problems

  • Density Calculation: Find the density using given mass and volume.
  • Mass per Match: Determine mass of one match by subtracting box's mass from total mass and dividing by number of matches.
  • Volume of Match: Convert dimensions to cm and multiply to find volume.
  • Total Density: Use mass and volume to calculate the density of a match.
  • Liquid Density: Use measuring cylinder and balance to find mass and volume of liquid, then calculate density.

Conclusion

  • Covered Topics: Measuring length, volume, density.
  • Next Chapter: Speed and accelerations. Templates and revision sheets available online.