As wavelength decreases, frequency increases, but as frequency decreases, wavelength increases...Vice-Versa
Answer:
2. The hydrogen atom has quantized energy levels.
Explanation:
The Bohr model of the atom states that the structure of the atom is quantized, that is, that electrons can only orbit the nucleus in specific orbits with a fixed radius. Therefore, the electron cannot be in energy levels that do not correspond to these quantized levels.
Answer:
D
Explanation:
You should compare your results and data with your original hypothesis. It is okay to have a hypothesis that was shown to be false. That's science. Things do not always work out. You can always discuss what you could have done differently and things that went wrong. There is no right answer in science!
90t - .100 = 75t
90t - 75t = 0.100
15t = 0.100
t = 0.0067
<u>t = 0.0067 hours or 24.12 seconds</u> (.0067 * 60 minutes * 60 seconds)
Answer
The wavelength for 550 kHz signal is

λ = 545.45 m
The wavelength for 1600 kHz signal is

λ = 187.5 m
The wavelength for 88 MHz signal is

λ = 3.41 m
The wavelength for 108 MHz signal is

λ = 2.78 m