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Bone constantly remodels and redistributes its matrix along lines of what?
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∙ 13y ago
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∙ 13y ago
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Bone constantly remodels and redistributes its matrix along lines of?
Mechanical stress
When electrons flow along the electron transport chains of mitochondria which changes occur?
The pH of the matrix increases
What forms chromosomes?
chromatin along with chromosomal matrix form the chromosomes.
What is a conflict matrix in geography?
A conflict matrix in geography is a tool used to analyze and visualize conflicts related to land use, natural resources, or borders within a particular geographical area. It helps identify the nature and intensity of conflicts, as well as the stakeholders involved. By mapping out these conflicts, it can aid in conflict resolution and management strategies.
When electrons flow along the electron transport chains of mitochondria changes occurs?
The pH of the matrix increases
What is a minor diagonal matrix?
A minor diagonal matrix is one where the only non-zero entries are along the diagonal that runs from bottom most left to upper most right.
Did Nicki minaj try to constantly arguing parents?
No They're Getting Along
When electrons flow along the electron transport chains of mitochondria what changes would occur?
the ph of the matrix increases
How was the matrix found in transformers 2?
Sam along with agent simmons, the twins, etc; find the tomb of the primes in egypt, and in said tomb, lies the matrix, which promptly turns to dust when sam picks it up
Who is the owner of ntv Telugu news channel?
Nimmagadda Prasad ( Matrix Prasad) is one of the major promoters along with Jagan
Do the electrons moving along the inner membrane of the electron transport chain end up in the matrix?
ATP Synthase - Biology Tutor :)
How do you show that a square matrix A is similar to its transpose?
First we will handle the diagonalizable case.Assume A is diagonalizable, A=VDV-1.Thus AT=(V-1)TDVT,and D= VT AT(V-1)T.Finally we have that A= VVT AT(V-1)TV-1, hence A is similar to ATwith matrix VVT.If A is not diagonalizable, then we must consider its Jordan canonical form,A=VJV-1, where J is block diagonal with Jordan blocks along the diagonal.Recall that a Jordan block of size m with eigenvalue at L is a mxm matrix having L along the diagonal and ones along the superdiagonal.A Jordan block is similar to its transpose via the permutation that has ones along the antidiagonal, and zeros elsewhere.With this in mind we proceed as in the diagonalizable case,AT=(V-1)TJTVT.There exists a block diagonal permutation matrix P such thatJT=PJPT, thus J=PTVT AT(V-1)TP.Finally we have that A= VPTVT AT(V-1)TPV-1, hence A is similar to ATwith matrix VPTVT.Q.E.D.
