SOLUTION: If, in a system of three linear equations, it turns out that one row is a multiple of another row, then this means that these linear functions are:
a. indeterminate
b. inconsis
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a. indeterminate
b. inconsis
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Question 156052: If, in a system of three linear equations, it turns out that one row is a multiple of another row, then this means that these linear functions are:
a. indeterminate
b. inconsistent
c. intersecting
d. nothing; you made an error in your calculations Answer by SAT Math Tutor(36) (Show Source):
You can put this solution on YOUR website! Intersecting.
This means the two rows are the same and you can eliminate 1 of them so you are just working with 2 equations.
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