Determine whether f(x) = 2xe¬7# and g(x) = |2x|e-7# are linearly independent or dependent on the real line. Select one: O Linearly dependent because the ratio of 2z and e-7 is not constant on the entire real line O Linearly dependent because the ratio of 2.re-7z and |2x|e-7z is not constant on the entire real line O Linearly independent because the ratio of 2z and e-7z is not constant on the entire real line O Linearly independent because the ratio of 2re-7 and |2r|e-7= is not constant on the entire real line

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.6: Variation
Problem 16E
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Determine whether f(x) = 2xe¬7# and g(x) = |2x|e-7# are linearly
independent or dependent on the real line.
Select one:
O Linearly dependent because the ratio of 2z and e-7 is not constant on the entire
real line
O Linearly dependent because the ratio of 2.re-7z and |2x|e-7z is not constant on the
entire real line
O Linearly independent because the ratio of 2z and e-7z is not constant on the entire
real line
O Linearly independent because the ratio of 2re-7 and |2r|e-7= is not constant on
the entire real line
Transcribed Image Text:Determine whether f(x) = 2xe¬7# and g(x) = |2x|e-7# are linearly independent or dependent on the real line. Select one: O Linearly dependent because the ratio of 2z and e-7 is not constant on the entire real line O Linearly dependent because the ratio of 2.re-7z and |2x|e-7z is not constant on the entire real line O Linearly independent because the ratio of 2z and e-7z is not constant on the entire real line O Linearly independent because the ratio of 2re-7 and |2r|e-7= is not constant on the entire real line
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