Which one of the following cannot represent a traveling wave
(a) y = f (x - nt)
(b) y = ym sin k (x + nt)
(c) y = ym log (x - nt)
(d) y = f (x2 - nt2)

Question

Which one of the following cannot represent a traveling wave (a) y = f (x - nt) (b) y = ym sin k (x + nt) (c) y = ym log (x - nt) (d) y = f (x2 - nt2)

Saurabh Koranglekar · Answer

Dear student The answer is option c Regards

Vikas TU · Answer

Dear student All are sine function , Log function is not travelling wave …........................... Good Luck ….............................................................

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Which one of the following cannot represent a traveling wave (a) y = f (x - nt) (b) y = ym sin k (x + nt) (c) y = ym log (x - nt) (d) y = f (x2 - nt2)

Which one of the following cannot represent a traveling wave
(a) y = f (x - nt)
(b) y = ym sin k (x + nt)
(c) y = ym log (x - nt)
(d) y = f (x2 - nt2)

2 Answers

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Which one of the following cannot represent a traveling wave (a) y = f (x - nt) (b) y = ym sin k (x + nt) (c) y = ym log (x - nt) (d) y = f (x2 - nt2)

Which one of the following cannot represent a traveling wave (a) y = f (x - nt) (b) y = ym sin k (x + nt) (c) y = ym log (x - nt) (d) y = f (x2 - nt2)

2 Answers

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Which one of the following cannot represent a traveling wave
(a) y = f (x - nt)
(b) y = ym sin k (x + nt)
(c) y = ym log (x - nt)
(d) y = f (x2 - nt2)