It doesn't. Amplitude and wavelength are independent variables.
By increasing its amplitude and/or frequency.
it doubles so by 100%
By increasing the frequency and decreasing the wavelength for more energy.
Increasing the amplitude of the atoms vibrations
It doesn't. Amplitude and wavelength are independent variables.
By increasing its amplitude and/or frequency.
Loudness increases with increasing amplitude of the sound wave, also called increasing sound pressure.
There is no effect on frequency but the amplitude is increased
Amplitude modulations can be used to transmit binary data. Remember AM modulation is done using a single carrier frequency, and increasing or decreasing the amplitude. A high amplitude would be considered a '1', and a low amplitude would be considered a '0' (typically).
the larger the amplitude at which something vibrates = the louder the sound. so by plucking a string harder, you're increasing the amplitude of the sound waves and thus increasing the sound volume
it doubles so by 100%
By increasing the frequency and decreasing the wavelength for more energy.
It means that the amplitude of the soundwaves is increased, or is increasing if the sound continues to get louder.
Increasing the amplitude of the atoms vibrations
Pitch is a characteristic decided by the frequency. So high pitch high frequency. Low frequency is the cause of low Pitch. Frequency and wavelength are always inversely related. So wavelength increases. But amplitude in no way is related to the pitch. Hence amplitude could remain the same.
It messes up the math. For large amplitude swings, the simple relation that the period of a pendulum is directly proportional to the square root of the length of the pendulum (only, assuming constant gravity) no longer holds. Specifically, the period increases with increasing amplitude.