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  1. Frequency, Wavelength and the Speed of Light 1. Given the speed of light in a vacuum of 3x108 m/s, calculate the frequency for each of the spectral colors in the table. (NOTE: The wavelengths in the table are given as single values, when in fact there is a range of wavelengths for each spectral color.) Light Wavelength (nm) Frequency (Hz)

  2. PROPERTIES OF WAVES, INCLUDING LIGHT AND SOUND WORKED EXAMPLES 1 A loudspeaker makes sound waves with a frequency of 300 Hz. The waves have a wavelength of 1.13 m. Calculate the speed of the sound waves. x Waves hit a barrier at an angle of incidence i. The waves bounce off with the angle of incidence i equal to the angle of reflection r. The

  3. Part 1. In the diagram below, identify the parts of a wave by using the provided definitions. Part 2. On separate sheets of graph paper, draw four different waves with the following measurements. Label the parts and include the measurements.

  4. www.student.pattersonandscience.com › Lesson content › 3AB physicsProperties of waves

    Properties of waves. 1. Waves in shallow water near a beach are travelling with a speed of 3.00 m s-1. (a) A surfer is waiting to catch a wave. If large waves on a particular day are on average 25.0 m apart, how long does the surfer have to wait between waves? (2 marks)

  5. 4 Δεκ 2023 · Then they label wave parts on a worksheet diagram and draw their own waves with specified properties (crest, trough and wavelength). They also make observations about the waves they drew to determine which has the highest and the lowest frequency.

  6. Key - WorksheetWave Properties and Math. 1. To make a wavelength of rope shorter, one should shake the rope at a __higher______ (higher or lower) frequency. 2. The primary difference between an electromagnetic wave and a mechanical wave is that a(n) _electromagnetic__ wave can travel through empty space, while the other cannot. 3.

  7. Part 3: Frequency. The frequency of a wave is the number of cycles or to and fro movements in a second. The frequency is equal to one divided by the period of the wave: frequency = 1 ÷ period or f = 1/T. The period of a wave is the time taken for one complete cycle, or to and fro movement.

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