Consider the initial value problem = , where -0 0. If u(x,0) = 2 and u (x, 0) = x + 5, then u(x, t) =. %3D az2 Select one: (z+v5e)² (z-v3e)² - 5(z + v5t) – - 5(z – v tván + 5(x + V5t) – - 5(z – v A. 2 + - V5t] (z+v5e)² 2/5 (z-v5e)² - 5(z – V5t)] B. 2 + C. 2 - 하 + 5(z+ v5t)- -5(z-V5e) (z-V5e)? 2/5 O D. 2+ + 5(x+ v5t) – I – 5(z – V5t)] 3t) + 5(z + v5t) – E- 5(z – V5t)] (z-V3e)? E. None of these answers 1/5
Consider the initial value problem = , where -0 0. If u(x,0) = 2 and u (x, 0) = x + 5, then u(x, t) =. %3D az2 Select one: (z+v5e)² (z-v3e)² - 5(z + v5t) – - 5(z – v tván + 5(x + V5t) – - 5(z – v A. 2 + - V5t] (z+v5e)² 2/5 (z-v5e)² - 5(z – V5t)] B. 2 + C. 2 - 하 + 5(z+ v5t)- -5(z-V5e) (z-V5e)? 2/5 O D. 2+ + 5(x+ v5t) – I – 5(z – V5t)] 3t) + 5(z + v5t) – E- 5(z – V5t)] (z-V3e)? E. None of these answers 1/5
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
![1 a.
5n
00 <x < 00, t > 0. If u(x,0) = 2 and
Consider the initial value problem
Uz (x,0) = x + 5, then u(x, t)
Select one:
1 (z+v5t)²
(z-V5e)²
25 - 5(2+ v5t) – yi
-5(x – V5t)]
A. 2 +
(z+v3t)²
(z-V5e)?
1
+ 5(z + V5t) – - 5(2 – v5t)]
(z-v5t)* _ 5(x – V5t)|
B. 2 +
(z+v5t)?
25
+ 5(z + V5t) – -
C. 2-
2
D. 2+
5t)²
+ 5(z + V5t) – - 5(x - V5t)]
2/5
E. None of these answers](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F57bfac08-d513-4a53-b3e3-cb86a5f3c3bc%2Fa5ce6284-1ba5-498f-85e7-745dee1434d2%2F2hu6bme_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1 a.
5n
00 <x < 00, t > 0. If u(x,0) = 2 and
Consider the initial value problem
Uz (x,0) = x + 5, then u(x, t)
Select one:
1 (z+v5t)²
(z-V5e)²
25 - 5(2+ v5t) – yi
-5(x – V5t)]
A. 2 +
(z+v3t)²
(z-V5e)?
1
+ 5(z + V5t) – - 5(2 – v5t)]
(z-v5t)* _ 5(x – V5t)|
B. 2 +
(z+v5t)?
25
+ 5(z + V5t) – -
C. 2-
2
D. 2+
5t)²
+ 5(z + V5t) – - 5(x - V5t)]
2/5
E. None of these answers
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