MiSP Light and Sound Worksheet #2, L2
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1 MiSP Light and Sound Worksheet #2, L2 Name Date SPEED OF LIGHT (AND OTHER ELECTROMAGNETIC ENERGY WAVES)* Introduction: The following facts are important to remember: Mechanical waves, such as sound waves, must transfer energy through a substance or medium. Electromagnetic waves such as light waves, radio frequency waves, X-rays, and microwaves can transfer energy in a vacuum, without a medium. Electromagnetic waves are created by electrically charged particles that move. All types of electromagnetic waves travel at the same speed. Both types of waves are initiated by something that vibrates. Today you will calculate the speed of radio frequency waves, a type of electromagnetic wave. You will then compare this value to the value you calculated yesterday for the speed of sound. Speed of Radio Frequency Waves in Space: The table below shows the distance of representative planets from Earth and the calculated time it would take for a radio frequency wave to travel from Earth to that planet. Planet Distance from Earth in km Seconds needed for radio frequency wave to travel between planet and Earth Mercury 92,000, Jupiter 629,000, Saturn 1,277,000, Uranus 2,721,000, MiSP Light and Sound Worksheet #2 L2 1
2 Graph the data. First convert the distance in km to a number that is easier to work with. Convert each distance into millions of km (distance in km given in table/1,000,000). Convert the time in seconds to time in minutes: time (minutes) = time (seconds) 60. Planet Distance from Earth in km Distance from Earth in 1,000,000 km Seconds needed for radio frequency waves to travel between planet and Earth Mercury 92,000, Jupiter 629,000, Saturn 1,277,000, Uranus 2,721,000, Minutes needed for radio frequency waves to travel between planet and Earth Graph the data: (on the next page) Label the x-axis time in minutes and the y-axis distance in millions of km. Which is the o Manipulated/independent variable: o Responding/dependent variable: Decide on an appropriate interval for both the x- and y-axes. Plot the data. Draw a line connecting the points on your graph. MiSP Light and Sound Worksheet #2 L2 2
3 MiSP Light and Sound Worksheet #2 L2 3
4 Analysis: 1. On your graph, what two ordered pairs represent Mercury and Jupiter? Mercury ( min, millions of km) Jupiter ( min, millions of km) 2. On your graph, what two ordered pairs represent Saturn and Uranus? Saturn ( min, millions of km) Uranus ( min, millions of km) 3. Determine the unit rate of change (slope) along the line on your graph. Unit rate of change = y = (y 2 - y 1 ) = distance x (x 2 - x 1 ) time Ordered Pair used for calculation (x 1, y 1 ) (x 2, y 2 ) Δ Distance (millions of km) Δy Δ Time (min) Δx Unit Rate of Change (slope) Δy/Δx Mercury and Jupiter Saturn and Uranus 4. Is change in distance divided by the change in time different for the two sets of points? 5. What does the unit rate of change represent? MiSP Light and Sound Worksheet #2 L2 4
5 6. Convert your calculated value to a value in km/second. millions of km x 1 minute x 1,000,000 km _ = minutes 60 seconds 1 million of km km/second 7. The speed of light is about 300,000 km/second. How does your value for the speed of radio frequency waves compare with this? 8. Calculate the percent error. (300,000 km/sec your calculated value) = = 300,000 km/second 300,000 km/second x 100 = % 9. Compare the speed of radio frequency (or light) waves to that of sound. Speed of radio frequency waves and light waves: Speed of sound (calculated yesterday): Comparison: MiSP Light and Sound Worksheet #2 L2 5
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