Hello! Please solve the following question, ONLY utilizing the sections and notes below. I will have to downvote your response if you use any other material not included in the notes or sections. Please ensure to show ALL your work, handwritten, and checked for accuracy. Thank you so much for your help, please let me know if you have any questions whatsoever.

A correct answer, unsupported by calculations, explanation, or algebraic work will receive a thumbs down. Support correct answers with substantially correct methodology (technique), calculations and explanations. Solutions for Ordinary Differential Equations must be given in real valued form (i.e. no complex or imaginary values). Please organize your work, in a reasonably neat and coherent way. Everything necessary to solve this problem is seen below. Only allowed to use: Section 2.1: Separate and Integrate Section 2.2: Slope Fields Section 2.3: Integrating Factors Section 2.4, Section 6.1: Existence, Uniqueness, and Eulers Method Section 2.7: The Phase Line Section 3.1: 2nd order linear ODE?Section 3.2: 2nd order homogeneous linear ODE?Section 3.4: 2nd order nonhomogeneous linear ODE Section 3.3: Damped Mass-Spring System Section 3.5: Forced Oscillators Section 3.5: added detail for steady state Section 3.5: Beats and Resonance

For 1 = t and x2 = t2. a) Compute the Wronskian. b) For what values of t is the Wronskian non-zero