A standing wave on a string is described by the wave function :y(x,t)=0.06sin(x) cos(50Tt) where x and y are in meters and t is in seconds. The wave functions of the two waves that interfere to produce this standing wave pattern are: -1 y_1 (x,t)=0.06sin(èx-50ft) and y_2 (x,t)=0.06sin(x+50nt) y_1 (x,t)=0.04sin(nx-50nt) and y_2 (x,t)=0.04sin(x+50nt) y_1 (x,t)=0.08sin(x-50nt) and y_2 (x,t)=0.08sin(x+50nt) y_1 (x,t)=0.03sin(nx-50nt) and y_2 (x,t)=0.03sin(x+50nt) O O O O
A standing wave on a string is described by the wave function :y(x,t)=0.06sin(x) cos(50Tt) where x and y are in meters and t is in seconds. The wave functions of the two waves that interfere to produce this standing wave pattern are: -1 y_1 (x,t)=0.06sin(èx-50ft) and y_2 (x,t)=0.06sin(x+50nt) y_1 (x,t)=0.04sin(nx-50nt) and y_2 (x,t)=0.04sin(x+50nt) y_1 (x,t)=0.08sin(x-50nt) and y_2 (x,t)=0.08sin(x+50nt) y_1 (x,t)=0.03sin(nx-50nt) and y_2 (x,t)=0.03sin(x+50nt) O O O O
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A standing wave on a string is
described by the wave function
:y(x,t)=0.06sin(x) cos(50πt) where
x and y are in meters and t is in
seconds. The wave functions of the
two waves that interfere to
produce this standing wave pattern
are:
O
y_1 (x,t)=0.06sin(èx-50µt) and y_2
(x,t)=0.06sin(x+50¬t)
O
y_1 (x,t)=0.04sin(x-50nt) and y_2
(x,t)=0.04sin(x+50nt)
y_1 (x,t)=0.08sin(x-50nt) and y_2
(x,t)=0.08sin(x+50nt)
y_1 (x,t)=0.03sin (mx-50nt) and y_2
(x,t)=0.03sin(x+50nt)
O
O
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