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When the energy of a wave is increased, the frequency remains the same. Frequency is determined by the source of the wave and does not change with energy.
If tension is increased, the wavelength of the wave will decrease. This is because the speed of the wave is directly proportional to the square root of the tension. So, if tension increases (and frequency remains constant), the speed of the wave will increase, resulting in a shorter wavelength.
If the frequency of a sound wave is increased, the pitch of the sound also increases, making it sound higher. This means that the number of complete cycles of the wave occurring in a second is increased.
The freequency of a wave is increased when the wavelength is decreased. This is because the product of the frequency and the wavelength are a constant that determines the speed of the wave c=fw.
When the amplitude and frequency of a wave are both increased, the wavelength remains constant. Amplitude affects the intensity or loudness of the wave, while frequency determines the pitch. Therefore, changing the amplitude and frequency does not alter the wavelength of the wave.
If you are talking about an electromagnetic wave; energy is proportional to frequency (E=hf), and frequency is inversely proportional to wavelength (wavelength equals velocity divided by frequency). So when the wavelength is increased, the energy is decreased.
When the wavelength (λ) increases, the frequency (v) decreases. When the λ goes down, the v goes up.
As the frequency goes up, the wavelength decreases. Their product is always the same number . . . the wave's speed.
Nothing happens. Distance between crests is a measure of frequency; amplitude is a measure of the strength, the height of the wave, or auditory volume of the signal.
When wavelength decreases, frequency increases, and when wavelength increases, frequency decreases. The product of (wavelength) times (frequency) is always the same number ... the speed of the wave. So when one of them changes, the other one must change in the opposite direction in order for their product to remain unchanged.
Increasing the tension of a spring affects the speed at which a wave travels along it. Higher tension leads to a faster wave speed. Additionally, increasing tension can also change the frequency and wavelength of the wave.
The wave's wavelength decreases correspondingly.