Eq 1 PV = 10 + Eq 2 (1+i) (1-0) 10(1-0)¹ (1+i)¹ (1+i)² (1+i)³ PV = + 10(1-0)² 10(1-0)², 10(1-0)³ + 10(1+i), 10(1-1)⁰, 10(1-0)¹ (1-0) (1+i)⁰ (1+i)¹ + + Eq1-Eq2: PV (1-i) 10(1+i) (1-0) (1-0) + + 10(1-0) (1+i)⁰⁰ + TπUA = ΠΑ 10 Ө 10(1-0) ⁰⁰ (1+i)⁰⁰ 10(1-0)-1 (1+i) ∞0-1
Eq 1 PV = 10 + Eq 2 (1+i) (1-0) 10(1-0)¹ (1+i)¹ (1+i)² (1+i)³ PV = + 10(1-0)² 10(1-0)², 10(1-0)³ + 10(1+i), 10(1-1)⁰, 10(1-0)¹ (1-0) (1+i)⁰ (1+i)¹ + + Eq1-Eq2: PV (1-i) 10(1+i) (1-0) (1-0) + + 10(1-0) (1+i)⁰⁰ + TπUA = ΠΑ 10 Ө 10(1-0) ⁰⁰ (1+i)⁰⁰ 10(1-0)-1 (1+i) ∞0-1
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
This should end with the two equations canceling to 10/theta but I dont understand how or if I made an error somewhere. The piA that I typed is just showing that it should end in 10/theta
![Eq 1
PV = 10 +
Eq 2
(1+i)
(1-0)
10(1-0)¹ 10(1-0)², 10(1-0)³
(1+i)¹ (1+i)² (1+i)³
PV =
+
10(1+i)_ 10(1-i)⁰ _ 10(1–0)¹
(1-0) (1+i)⁰ (1+i)¹
+
+
Eq1-Eq2: PV - (1−i)
(1-0)
+
+
10(1+i)
(1-0)
+
+
10(1-0) ∞
(1+i)⁰⁰
+
ΠΑ
+
=
10
Ө
10(1-0) ⁰⁰
(1+i)⁰
10(1-0)∞0-1
(1+i)⁰⁰-1](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fde413055-6604-4198-ac1f-121bcad1fbfc%2F60b6005f-217e-4d61-9abb-654239ac1a22%2Fxt78udl_processed.png&w=3840&q=75)
Transcribed Image Text:Eq 1
PV = 10 +
Eq 2
(1+i)
(1-0)
10(1-0)¹ 10(1-0)², 10(1-0)³
(1+i)¹ (1+i)² (1+i)³
PV =
+
10(1+i)_ 10(1-i)⁰ _ 10(1–0)¹
(1-0) (1+i)⁰ (1+i)¹
+
+
Eq1-Eq2: PV - (1−i)
(1-0)
+
+
10(1+i)
(1-0)
+
+
10(1-0) ∞
(1+i)⁰⁰
+
ΠΑ
+
=
10
Ө
10(1-0) ⁰⁰
(1+i)⁰
10(1-0)∞0-1
(1+i)⁰⁰-1
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