Suppose a) Find C₁ and C₂. 1 = 2 = c₂et Ge=¹ • [1] +₂³¹ H]₁ [3]. y(t)=c₁e ÿ(1) = b) Sketch the phase plane trajectory that satisfies the given initial condition. Which graph most losely resembles the graph you drew? Choose v c) What is the approximate direction of travel for the solution curve, as t increases from -∞ to +∞? A. along the line y = -x toward the origin and then along the line y = x away from the origin B. along the line y = x toward the origin and then along the line y = -x away from the origin C. none of the above - -1 -3-2-1 3 2 + -t - 9 A 2 + + -2 - 2 le C 1 1 2 3 41 y 3 -3 + -3- 9 1 -1 -y. B 9 2 1 -1 42 -y 12 D 1 1 2 3 3 ya yd

Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter9: Multivariable Calculus
Section9.2: Partial Derivatives
Problem 30E
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Suppose
(a) Find C₁ and C₂.
C1 =
C2
C₂ =
y(t) = c₁e
• [1] + ₂¹ [H]₁
c₂et
y(1) =
=
[8].
0
(b) Sketch the phase plane trajectory that satisfies the given initial condition. Which graph most
closely resembles the graph you drew? Choose ♥
(c) What is the approximate direction of travel for the solution curve, as t increases from -∞ to
+∞?
OA. along the line y = -x toward the origin and then along the line y = x away from the origin
OB. along the line y = x toward the origin and then along the line y = - away from the origin
OC. none of the above
-5-2-1
-3 -2 -1
3
1
-3
A
9
he
+
-4
C
1
1
2
3
3
41
ya
-3
2
1
-
-2
-4
B
2
9
1
-1
42
-2
42
D
1
1
2
3
3
54.
yd
Transcribed Image Text:Suppose (a) Find C₁ and C₂. C1 = C2 C₂ = y(t) = c₁e • [1] + ₂¹ [H]₁ c₂et y(1) = = [8]. 0 (b) Sketch the phase plane trajectory that satisfies the given initial condition. Which graph most closely resembles the graph you drew? Choose ♥ (c) What is the approximate direction of travel for the solution curve, as t increases from -∞ to +∞? OA. along the line y = -x toward the origin and then along the line y = x away from the origin OB. along the line y = x toward the origin and then along the line y = - away from the origin OC. none of the above -5-2-1 -3 -2 -1 3 1 -3 A 9 he + -4 C 1 1 2 3 3 41 ya -3 2 1 - -2 -4 B 2 9 1 -1 42 -2 42 D 1 1 2 3 3 54. yd
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ISBN:
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Publisher:
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