How the transformation of the coefficient matrix A to upper triangular matrix is done?
a) Elementary column transformation
b) successive multiplication
c) elementary row transformation
d) successive division
Please answer is quickly! i don't want the explanation so please make it short!
Answers
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3
Answer:
The answer is Option A
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0
Answer:
c) elementary row operations
Step-by-step explanation:
- In mathematics, Gaussian elimination, also known as row reduction is used for the transformation of any coefficient matrix into an upper triangular matrix
- To perform row reduction on the matrix, we should use a sequence of elementary row operations to modify the matrix to an upper triangular matrix.
- Therefore, elementary row operations are used to transform the coefficient matrix into an upper triangular matrix.
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