Question both Two solutions to y'' – 5y' – 6y = 0 are yı = e-, y2 = e(t. a) Find the Wronskian. W b) Are the functions yı = e-t, y2 = et linearlly independent or dependent? ? O Dependent Independent Submit Question Question 2 0.67/1 pt Score on last try: 0.67 of 1 pts. See Details for more. Get a similar question You can retry this question below Calculate the Wronskian of yı 3.c and y2 2a. W(x)

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Transcribed Image Text: Two solutions to y'' – 5y' – 6y = 0 are yı = e-, y2 = e(t. a) Find the Wronskian. W b) Are the functions yı = e-t, y2 = et linearlly independent or dependent? ? O Dependent Independent Submit Question Question 2 0.67/1 pt Score on last try: 0.67 of 1 pts. See Details for more. Get a similar question You can retry this question below Calculate the Wronskian of yı 3.c and y2 2a. W(x)
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Transcribed Image Text: Two solutions to y'' – 5y' – 6y = 0 are yı = e-, y2 = e(t. a) Find the Wronskian. W b) Are the functions yı = e-t, y2 = et linearlly independent or dependent? ? O Dependent Independent Submit Question Question 2 0.67/1 pt Score on last try: 0.67 of 1 pts. See Details for more. Get a similar question You can retry this question below Calculate the Wronskian of yı 3.c and y2 2a. W(x)
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Ans:- (1) y^('')-5y^(')-6y=0quad soln arey_(1)=e^(-t),quady_(2)=e^(6t)(4) wroskian{:[w=|[y_(1),y_(2)],[y_(1)^('),y_(2)^(')]|],[=|[e^(t),e^(6t)],[-e^(-t),6e^(6t)]|],[=6e^(5t) ... See the full answer