re Question 9 O The position of an object is described by x(t) O Ⓒz(t) = 2 (e-³-e-M) z(t)= O z(t) = -c-³+e-5 -C-M Question 10 d² a dt2 da + De M. Find the particular solution satisfying = 0 for t= 0 and dt C-3 y(z) = The general solution of a first-order differential equation is given by y(x) = solution for which y = 0 when z = 1. y(z) = ) = (cos(72) - 1) da +8+15= 0 and has general solution dt (2 cos(TZ) - 1) = 1 fort = 0. =(cos(x) + -c). Find the particular ZEPHYRUS

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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O
O
Question 9
The position of an object is described by
x(t)
O
Ⓒz(t) = 2 (e-"-e-M)
z(t)=
O z(t) = -c-³+e-5
O
-C-M
z(t)
Question 10
C-3
+ De M. Find the particular solution satisfying = 0 for t= 0 and
da
dt
y(z) =
d² a
dt2
The general solution of a first-order differential equation is given by y(x) =
solution for which y = 0 when z = 1.
v(z) = (cos(72) — 1)
(2 cos(TZ) - 1)
da
+8+15= 0 and has general solution
dt
= 1 fort = 0.
=(cos(T) +
+c). Find the particular
ZEPHYRUS
Transcribed Image Text:re O O Question 9 The position of an object is described by x(t) O Ⓒz(t) = 2 (e-"-e-M) z(t)= O z(t) = -c-³+e-5 O -C-M z(t) Question 10 C-3 + De M. Find the particular solution satisfying = 0 for t= 0 and da dt y(z) = d² a dt2 The general solution of a first-order differential equation is given by y(x) = solution for which y = 0 when z = 1. v(z) = (cos(72) — 1) (2 cos(TZ) - 1) da +8+15= 0 and has general solution dt = 1 fort = 0. =(cos(T) + +c). Find the particular ZEPHYRUS
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