dT 4 dp 0; pdT T = To when p= Po dp Po e (T-To) O Option 5 L = e- (T-To) Po O Option 2 -0.5 (To-T) Po O Option 3 — е0.5 (То-т) Po O Option 1 P = e (T-To) Ро
dT 4 dp 0; pdT T = To when p= Po dp Po e (T-To) O Option 5 L = e- (T-To) Po O Option 2 -0.5 (To-T) Po O Option 3 — е0.5 (То-т) Po O Option 1 P = e (T-To) Ро
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
Transcribed Image Text:dT 4 dp
T = To when p= Po
dp pdT
Po
(Т-То)
Option 5
P= e- (T-T)
Po
O Option 2
e-0.5 (Tо -т)
Po
O Option 3
P = e0.5 (To-T)
%3D
Ро
O Option 1
P = e (T-To)
Po
Option 4
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