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← Revision 3 as of 2010-12-17 05:35:34 ⇥
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a=matrix([[1,0],[2,1]]) b=matrix([[1,2],[0,1]]) x=a*b print a.inverse() print b.inverse() print x.inverse() |
A=matrix([[1,0],[2,1]]) B=matrix([[1,2],[0,1]]) amb=dot(A,B) print(amb) bma=dot(B,A) print(bma) ainv=inv(A) print(ainv) binv=inv(B) print(binv) ambinv=inv(amb) print(ambinv) |
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* <saikrishna>, <student>, <prakasam engg college> * <t.raghavendra>, <student>, <prakasam engg college> * <b.raghavendra>, <student>, <prakasam engg college> * <lakshminarayana>, <student>, <prakasam engg college> * <pavankumar>, <student>, <prakasam engg college> * <siva kumar>, <student>, <prakasam engg college> |
* <N.V.S Saikrishna>, <student>, <Prakasam engineering College> * <M.Pavan kumar>, <student>, <Prakasam engineering College> * <T.Raghavendra>, <student>, <Prakasam engineering College> * <B.Raghavendra>, <student>, <Prakasam engineering College> * <Y.Siva kumar Reddy>, <student>, <Prakasam engineering College> * <J.lakshmi narayana>, <student>, <Prakasam engineering College> |
Book
Advanced Engineering Mathematics
Author
Erwin Kreyszig
Edition
8th Edition
A=matrix([[1,0],[2,1]]) B=matrix([[1,2],[0,1]]) amb=dot(A,B) print(amb) bma=dot(B,A) print(bma) ainv=inv(A) print(ainv) binv=inv(B) print(binv) ambinv=inv(amb) print(ambinv)
Solution by:
<N.V.S Saikrishna>, <student>, <Prakasam engineering College>
<M.Pavan kumar>, <student>, <Prakasam engineering College>
<T.Raghavendra>, <student>, <Prakasam engineering College>
<B.Raghavendra>, <student>, <Prakasam engineering College>
<Y.Siva kumar Reddy>, <student>, <Prakasam engineering College>
<J.lakshmi narayana>, <student>, <Prakasam engineering College>