A stretched string of length L is fixed at both ends. It is plucked halfway along its length by producing an initial displacement h and then releasing the string The expression for the string displacement at time t=0 is given by Select one: a. y(x, 0) = 4hx/L ≈ 4h(L-x)/L ob. y(x, 0) = 2hx/L OC. = 2h(L-X)/L y(x, 0) = 3hx/2L 0
A stretched string of length L is fixed at both ends. It is plucked halfway along its length by producing an initial displacement h and then releasing the string The expression for the string displacement at time t=0 is given by Select one: a. y(x, 0) = 4hx/L ≈ 4h(L-x)/L ob. y(x, 0) = 2hx/L OC. = 2h(L-X)/L y(x, 0) = 3hx/2L 0
Related questions
Question
Transcribed Image Text:A stretched string of length L is fixed at both ends. It is plucked halfway along its length by producing an initial displacement h and then releasing the string.
The expression for the string displacement at time t=0 is given by
Select one:
a. y(x, 0) = 4hx/L
ob.
O C.
≈ 4h(L-x)/L
y(x, 0) = 2hx/L
= 2h(L-x)/L
y(x, 0) = 3hx/2L
≈ 3h (L-x)/2L
d. y(x, 0) = 4hx/L
≈ 4h(L-x)/L
0<x<L
L≤x≤2L
0<x< L/2
L/2 ≤x≤L
0<x<L/2
L/2 ≤x≤ L
0<x< L/2
L/2 ≤x≤L
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
Step by step
Solved in 2 steps with 1 images
