Exercise 8.3. In the schematic figures below, f: U → V is a linear transfor- mation. a. Draw f(au) in Figure 8.1. b. Draw f(u₁ + u₂) in Figure 8.2. u U au f Fig. 8.1: f(au) = ? f(u) V 1₂ u₁ f f(U₂) V U Fig. 8.2: f(u₁ + U₂) = ? f(u₂)
Exercise 8.3. In the schematic figures below, f: U → V is a linear transfor- mation. a. Draw f(au) in Figure 8.1. b. Draw f(u₁ + u₂) in Figure 8.2. u U au f Fig. 8.1: f(au) = ? f(u) V 1₂ u₁ f f(U₂) V U Fig. 8.2: f(u₁ + U₂) = ? f(u₂)
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:Exercise 8.3. In the schematic figures below, f: U → V is a linear transfor-
mation.
a. Draw f(au) in Figure 8.1.
b. Draw f(u₁ + u₂) in Figure 8.2.
u
U
au
f
Fig. 8.1: f(au) = ?
f(u)
V
1₂
u₁
f
f(U₂)
V
U
Fig. 8.2: f(u₁ + U₂) = ?
f(u₂)
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