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If Is a Linear Transformation, with V a Vector

question 38

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If If   is a linear transformation, with V a vector space having basis   , and if   for all i, where   is a scalar, then the matrix of T is diagonal, where G is the basis used for both the domain and codomain.​ is a linear transformation, with V a vector space having basis If   is a linear transformation, with V a vector space having basis   , and if   for all i, where   is a scalar, then the matrix of T is diagonal, where G is the basis used for both the domain and codomain.​ , and if If   is a linear transformation, with V a vector space having basis   , and if   for all i, where   is a scalar, then the matrix of T is diagonal, where G is the basis used for both the domain and codomain.​ for all i, where If   is a linear transformation, with V a vector space having basis   , and if   for all i, where   is a scalar, then the matrix of T is diagonal, where G is the basis used for both the domain and codomain.​ is a scalar, then the matrix of T is diagonal, where G is the basis used for both the domain and codomain.​


Definitions:

Pectoral Girdles

The skeletal framework in the shoulders region that supports the arms, consisting of the clavicles and scapulae.

Posteriorly

Relating to or located toward the back of the body.

Ribs

The long curved bones which form the rib cage, providing protection to the thoracic cavity and its organs.

Distal End

The end of a limb or bone that is farthest from the center of the body or from the point of attachment.

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