1.

Consider two functions y1 (x) = x and y2 (x) = |x|. Then:

A. both functions are linearly dependent on the real line.
B. y1(x) is linearly independent but y2(x) is linearly dependent on the real line.
C. y1(x) is linearly dependent but y2(x) is linearly dependent on the real line.
D. both functions are linearly independent on the real line.
Answer» B. y1(x) is linearly independent but y2(x) is linearly dependent on the real line.


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