Which one of the following statements is true, in reference to sequence members as n tends to infinity, regarding the solution to Xn+2+0.5Xn=0. Assume both constants are non-zero real numbers ◯ Adjacent sequence members oscillate between real and complex numbers as the limit approaches [infinity] ◯ Adjacent sequence members are complex numbers and the limit approaches 0. ◯ Adjacent sequence members are real numbers and the limit approaches[infinity]. ◯ Adjacent sequence members oscillate between real and complex numbers as the limit approaches 0. ◯ Adjacent sequence members oscillate between real and complex numbers as the limit approaches [infinity] ◯ Adjacent sequence members oscillate between real and complex numbers as the limit approaches -[infinity] . ◯ Adjacent sequence members are real numbers and the limit approaches -[infinity] . ◯ Adjacent sequence members are complex numbers and the limit approaches [infinity]. ◯ Adjacent sequence members are real numbers and the limit approaches 0.
