- #1
bluestar
- 80
- 0
I am unable to determine the relationship between x and t in the following equation.
[tex]
y\left(x,t\right)=A\sin\left( kx-\omega t \right)\\
[/tex]
If [tex] \nu=\frac{x}{{t}}[/tex] then the numbers within the bracket goes to zero; because [tex] kx=\omega t [/tex]
for all points on y(x,t).
Can anyone enlighten me please?
[tex]
y\left(x,t\right)=A\sin\left( kx-\omega t \right)\\
[/tex]
If [tex] \nu=\frac{x}{{t}}[/tex] then the numbers within the bracket goes to zero; because [tex] kx=\omega t [/tex]
for all points on y(x,t).
Can anyone enlighten me please?