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1.2- Echelon Form Exam Questions & Detailed Correct Answers

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1.2- ECHELON FORM EXAM QUESTIONS & DETAILED CORRECT ANSWERS refer to different training programs depending on the field or organization, but most commonly it is associated with professional development or structured learning systems that emphasize progressive skill-building across levels (“echelons”).

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1.2- ECHELON FORM EXAM
QUESTIONS & DETAILED CORRECT
ANSWERS
row echelon form - Correct Answer ✔✔ The form of a matrix with the following
properties: 1. All nonzero rows are above any rows of all zeros. 2. Each leading entry of
a row is in a column to the right of the leading entry of the row above it. 3. All entries in
a column below a leading entry are zeros.

reduced row echelon form - Correct Answer ✔✔ The form of a matrix with the properties
of row echelon form as well as: 1. The leading entry in each nonzero row is 1 and 2.
Each leading 1 is the only nonzero entry in its column.

echelon matrix - Correct Answer ✔✔ A matrix in echelon form

reduced echelon matrix - Correct Answer ✔✔ A matrix in reduced echelon form

row reduction - Correct Answer ✔✔ Transformation by elementary row operations

pivot position - Correct Answer ✔✔ a location in matrix A that corresponds to a leading
1 in the reduced echelon form of A

pivot column - Correct Answer ✔✔ a column of matrix A that contains a pivot position

pivot - Correct Answer ✔✔ a nonzero number in a pivot position that is used as needed
to create zeros via row operations

forward phase - Correct Answer ✔✔ phase of the row reduction algorithm that reduces
a matrix to echelon form

backward phase - Correct Answer ✔✔ phase of the row reduction algorithm that
reduces a matrix in echelon form to a reduced echelon form

basic variables - Correct Answer ✔✔ variables that correspond to pivot columns in a
matrix

free variables - Correct Answer ✔✔ variables that do not correspond to pivot columns in
a matrix

general solution - Correct Answer ✔✔ a parametric description of a solution set that
expresses the basic variables in terms of the free variables (the parameters), if any; can
be written in vector form

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