Home
Class 12
MATHS
[" 5.If "M" is a "3times3" matrix.where ...

[" 5.If "M" is a "3times3" matrix.where "M^(T)M=I" and "],[" det "M=I" .then prove that det."(M-I)=0]

Promotional Banner

Similar Questions

Explore conceptually related problems

If M is a 3xx3 matrix,where det M=1 and MM^(T)=1, where I is an identity matrix,prove theat det (M-I)=0

If M is a 3 xx 3 matrix, where det M=1 and MM^T=1, where I is an identity matrix, prove theat det (M-I)=0.

If M is a 3 xx 3 matrix, where det M=1 and MM^T=1, where I is an identity matrix, prove theat det (M-I)=0.

If M is a 3xx3 matrix, where det M=1a n dM M^T=I,w h e r eI is an identity matrix, prove that det (M-I)=0.

If M is a 3xx3 matrix, where det M = I and M M^(T) = I, where I is an identity matrix, prove that det(M-I) = 0

If M is a 3xx3 matrix, where det M=1a n dM M^T=1,w h e r eI is an identity matrix, prove theat det (M-I)=0.

If M is a 3xx3 matrix, where det M=1a n dM M^T=1,w h e r eI is an identity matrix, prove theat det (M-I)=0.

Let A be any 3xx2 matrix. Then prove that det. (A A^(T))=0 .

Let A be any 3xx2 matrix. Then prove that det. (A A^(T))=0 .

Let A be any 3xx2 matrix. Then prove that det. (A A^(T))=0 .