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2. 6). Find the change of basis matrix from B ≤ P₂ to D ≤ P2, where B = (−4 + x − 6x², 6 + 2x², −6 − 2x + 4x²) and D = (1 − x + 3x²,2,3 + x² ).

2. 6). Find the change of basis matrix from B ≤ P₂ to D ≤ P2, where B = (−4 + x − 6x², 6 + 2x², −6 − 2x + 4x²) and D = (1 − x + 3x²,2,3 + x² ).

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2. 6). Find the change of basis matrix from B ≤ P₂ to D ≤ P2, where B = (−4 + x − 6x², 6 + 2x², −6 − 2x + 4x²) and D = (1 − x + 3x²,2,3 + x² ).
Transcribed Image Text:2. 6). Find the change of basis matrix from B ≤ P₂ to D ≤ P2, where B = (−4 + x − 6x², 6 + 2x², −6 − 2x + 4x²) and D = (1 − x + 3x²,2,3 + x² ).
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