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Enter first column as a linear combination of columns of B in terms of the vectors c1, C2, and C3: X 1 c+0 ca + 0 cs Enter second column as a linear combination of columns of B in terms of the vectors c1, C2, and c3: X0 c+1 c2 + 0 c3 Enter third column as a linear combination of columns of B in terms of the vectors c1, C2, and c3: X0 ci+0 c2 + 1 c3 Tautbooleand Mad:-

Enter first column as a linear combination of columns of B in terms of the vectors c1, C2, and C3: X 1 c+0 ca + 0 cs Enter second column as a linear combination of columns of B in terms of the vectors c1, C2, and c3: X0 c+1 c2 + 0 c3 Enter third column as a linear combination of columns of B in terms of the vectors c1, C2, and c3: X0 ci+0 c2 + 1 c3 Tautbooleand Mad:-

Advanced Engineering Mathematics
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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please do it correct its my last chance

Show Attempt History Current Attempt in Progress X Your answer is incorrect Express each column vector of BB as a linear combination of the column vectors c1, C2, and cs of B. Edit 5 -3 3 B=0 1. 1. Enter first column as a linear combination of columns of B in terms of the vectors c1, C2, and c3: X 1c+0 c2 + 0 c3 Enter second column as a lincar combination of columns of B in terms of the vectors C1, C2, and cy: X Oc+1c2+0 cg 1083
Transcribed Image Text:Show Attempt History Current Attempt in Progress X Your answer is incorrect Express each column vector of BB as a linear combination of the column vectors c1, C2, and cs of B. Edit 5 -3 3 B=0 1. 1. Enter first column as a linear combination of columns of B in terms of the vectors c1, C2, and c3: X 1c+0 c2 + 0 c3 Enter second column as a lincar combination of columns of B in terms of the vectors C1, C2, and cy: X Oc+1c2+0 cg 1083
Enter first column as a linear combination of columns of B in terms of the vectors c1, C2, and c3: 1ca +0 c2 + 0 cs Enter second column as a lincar combination of columns of B in terms of the vectors c1, C2, and c3: 0 ca +1ca + 0 c3 Enter third column as a linear combination of columns of B in terms of the vectors c1, C2, and C3 X0 c +0 cz +1 c3 -Tevtboole and Mad. 33.
Transcribed Image Text:Enter first column as a linear combination of columns of B in terms of the vectors c1, C2, and c3: 1ca +0 c2 + 0 cs Enter second column as a lincar combination of columns of B in terms of the vectors c1, C2, and c3: 0 ca +1ca + 0 c3 Enter third column as a linear combination of columns of B in terms of the vectors c1, C2, and C3 X0 c +0 cz +1 c3 -Tevtboole and Mad. 33.
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