A wave on a string is is described by D(x, t) = (2 cm) sin[(12.57 rad/m)x-(638 rad/s)t], where x is in m and t in s. The linear density of the string is 5g/m. What are (1) the string tension? (2) the maximum displacement of a point on the string? (3) the maximum speed of a point on the string?
A wave on a string is is described by D(x, t) = (2 cm) sin[(12.57 rad/m)x-(638 rad/s)t], where x is in m and t in s. The linear density of the string is 5g/m. What are (1) the string tension? (2) the maximum displacement of a point on the string? (3) the maximum speed of a point on the string?
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![A wave on a string is is described by D(x, t) = (2 cm) sin[(12.57 rad/m)x-(638 rad/s)t], where x is
in m and t in s. The linear density of the string is 5g/m. What are
(1) the string tension?
(2) the maximum displacement of a point on the string?
(3) the maximum speed of a point on the string?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4d409dbe-0069-4bdd-acc1-9391e01545d6%2F3ec1ea3e-fd6e-4930-b9bd-e400a48848bb%2Fqyx3hb_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A wave on a string is is described by D(x, t) = (2 cm) sin[(12.57 rad/m)x-(638 rad/s)t], where x is
in m and t in s. The linear density of the string is 5g/m. What are
(1) the string tension?
(2) the maximum displacement of a point on the string?
(3) the maximum speed of a point on the string?
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