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4. Linear operator A = -> ; IR² → IR², "√ = {XEIR² | X₁ <3, X₁-2×27-2, X₁+2×2 > 2}. Sketch the Image A(R) and initial domain Find area of hand area of Alor).

4. Linear operator A = -> ; IR² → IR², "√ = {XEIR² | X₁ <3, X₁-2×27-2, X₁+2×2 > 2}. Sketch the Image A(R) and initial domain Find area of hand area of Alor).

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 10E
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Linear operator A = [0 1;1 1]: R^2 to R^2, omega = {x in R^2 | x1<3, x1-2x2>-2, x1+2x2>2}. Sketch the range A(omega) and initial domain omega. Find area of omega and area of A(omega).
4. Linear operator A = -> ; IR² → IR², "√ = {XEIR² | X₁ <3, X₁-2×27-2, X₁+2×2 > 2}. Sketch the Image A(R) and initial domain Find area of hand area of Alor).
Transcribed Image Text:4. Linear operator A = -> ; IR² → IR², "√ = {XEIR² | X₁ <3, X₁-2×27-2, X₁+2×2 > 2}. Sketch the Image A(R) and initial domain Find area of hand area of Alor).
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