3. Consider the basis for D(Z2) given in figure 1. • Compute [d5] B, that is, the coordinate space vector for d5. ⚫ Verify [d5]B by expressing d5 as a linear combination of the basis vectors. EC98888 Figure 1: Basis B for D(Z2). S Figure 2: d5.

Elementary Linear Algebra (MindTap Course List)
8th Edition
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Chapter5: Inner Product Spaces
Section5.CM: Cumulative Review
Problem 12CM
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3.
Consider the basis for D(Z2) given in figure 1.
• Compute [d5] B, that is, the coordinate space vector for d5.
⚫ Verify [d5]B by expressing d5 as a linear combination of the basis vectors.
EC98888
Figure 1: Basis B for D(Z2).
S
Figure 2: d5.
Transcribed Image Text:3. Consider the basis for D(Z2) given in figure 1. • Compute [d5] B, that is, the coordinate space vector for d5. ⚫ Verify [d5]B by expressing d5 as a linear combination of the basis vectors. EC98888 Figure 1: Basis B for D(Z2). S Figure 2: d5.
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