I have the correct answer but am looking for an explanation of the steps to get there. Thank you! Determine whether the pair of functions given below is linearly independent or linearly dependent on the real line.19xf(x) = 11xe¹⁹x, g(x)= | 11x|e¹⁹Decide if the pair of functions is linearly dependent or linearly independent.19x19xOA. The pair of functions is linearly independent because the ratio of 11x and e¹ is not constant-valued on the entire real line.B. The pair of functions is linearly dependent because the ratio of e¹ and 11x is not constant-valued on the entire real line.C. The pair of functions is linearly independent because the ratio of 11x and 11x is not constant-valued on the entire real line.D. The pair of functions is linearly dependent because the ratio of 11x and 11x is not constant-valued on the entire real line.

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Determine whether the pair of functions given below is linearly independent or linearly dependent on the real line. 19x f(x) = 11xe¹⁹x, g(x)= |11x|e¹s Decide if the pair of functions is linearly dependent or linearly independent. 19x is not constant-valued on the entire real line. OA. The pair of functions is linearly independent because the ratio of 11x and e¹ B. The pair of functions is linearly dependent because the ratio of e19x and 11x is not constant-valued on the entire real line. C. The pair of functions is linearly independent because the ratio of 11x and 11x is not constant-valued on the entire real line. D. The pair of functions is linearly dependent because the ratio of 11x and 11x is not constant-valued on the entire real line.

Determine whether the pair of functions given below is linearly independent or linearly dependent on the real line. 19x f(x) = 11xe¹⁹x, g(x)= |11x|e¹s Decide if the pair of functions is linearly dependent or linearly independent. 19x is not constant-valued on the entire real line. OA. The pair of functions is linearly independent because the ratio of 11x and e¹ B. The pair of functions is linearly dependent because the ratio of e19x and 11x is not constant-valued on the entire real line. C. The pair of functions is linearly independent because the ratio of 11x and 11x is not constant-valued on the entire real line. D. The pair of functions is linearly dependent because the ratio of 11x and 11x is not constant-valued on the entire real line.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter3: Linear And Nonlinear Functions

Section3.4: Slope-intercept Form

Problem 73PFA

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I have the correct answer but am looking for an explanation of the steps to get there. Thank you!

Determine whether the pair of functions given below is linearly independent or linearly dependent on the real line.
19x
f(x) = 11xe¹⁹x, g(x)= | 11x|e¹⁹
Decide if the pair of functions is linearly dependent or linearly independent.
19x
19x
OA. The pair of functions is linearly independent because the ratio of 11x and e¹ is not constant-valued on the entire real line.
B. The pair of functions is linearly dependent because the ratio of e¹ and 11x is not constant-valued on the entire real line.
C. The pair of functions is linearly independent because the ratio of 11x and 11x is not constant-valued on the entire real line.
D. The pair of functions is linearly dependent because the ratio of 11x and 11x is not constant-valued on the entire real line.

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