Usually the Greek letter Lambda.
An increase in energy corresponds to an increase in frequency or a decrease in wavelength.
A
That depends on its speed, and therefore on the medium it happens to be in. -- In normal air at sea level, 30 Hz corresponds to a wavelength of about 37.5 feet. -- In copper, 30 Hz corresponds to a wavelength of about 506 feet. -- In diamond, 30 Hz corresponds to a wavelength of about 1,315 feet. -- In water, 30 Hz corresponds to a wavelength of about 160 feet.
c
X
An increase in energy corresponds to an increase in frequency or a decrease in wavelength.
A
That depends on its speed, and therefore on the medium it happens to be in. -- In normal air at sea level, 30 Hz corresponds to a wavelength of about 37.5 feet. -- In copper, 30 Hz corresponds to a wavelength of about 506 feet. -- In diamond, 30 Hz corresponds to a wavelength of about 1,315 feet. -- In water, 30 Hz corresponds to a wavelength of about 160 feet.
For the same speed of a wave (I suppose you are referring to electromagnetic waves), the highest frequency corresponds to the shortest wavelength.For the same speed of a wave (I suppose you are referring to electromagnetic waves), the highest frequency corresponds to the shortest wavelength.For the same speed of a wave (I suppose you are referring to electromagnetic waves), the highest frequency corresponds to the shortest wavelength.For the same speed of a wave (I suppose you are referring to electromagnetic waves), the highest frequency corresponds to the shortest wavelength.
c
X
Both a wave with long wavelength and a wave with short wavelength can have a lot of energy, or little energy.Specifically in the case of electromagnetic waves, a short wavelength corresponds to high energy - but this is only the energy PER PHOTON. But note that each of such waves usually consists of a lot of photons.
An increase in energy corresponds to an increase in frequency or a decrease in wavelength.
The wavelength would be12/3 x 10-15 x speed of the wave.
That wavelength corresponds to the ultraviolet spectrum. The same wavelength that that is responsible for giving you a sunburn.
Assuming the wave propagation speed remains constant, a decrease in wavelength corresponds to an increase in frequency. However there are cases (e.g. waves breaking on a beach) where the wave propagation speed is not constant, the situation gets much more complicated in those cases.
wavelength