For each of the following ODES, choose the truestatement.• y" – 2y? = sinh t-It is a(a) Second-order, linear ODE;(b) Second-order, non-linear ODE;(c) First-order, linear ODE;(d) First-order, non-linear ODE.y" – 2yy" + 5y = e=t-It is a(a) Second-order, linear ODE;(b) Second-order, non-linear ODE;(c) Third-order, non-linear ODE;(d) Third-order, linear ODE.•y – 2t?y" + 5 = 0It is a(a) First-order, linear ODE;(b) First-order, non-linear ODE;(c) Second-order, non-linear ODE;(d) Second-oder, linear ODE.

statement. y" – 2y² = sinht It is a (a) Second-order, linear ODE; (b) Second-order, non-linear ODE; (c) First-order, linear ODE; (d) First-order, non-linear ODE. • y" – 2yy" + 5y = e=t %3D It is a (a) Second-order, linear ODE; (b) Second-order, non-linear ODE; (c) Third-order, non-linear ODE; (d) Third-order, linear ODE. • y' – 2t?y" + 5 = 0 It is a (a) First-order, linear ODE; (b) First-order, non-linear ODE; (c) Second-order, non-linear ODE; (d) Second-oder, linear ODE.

statement. y" – 2y² = sinht It is a (a) Second-order, linear ODE; (b) Second-order, non-linear ODE; (c) First-order, linear ODE; (d) First-order, non-linear ODE. • y" – 2yy" + 5y = e=t %3D It is a (a) Second-order, linear ODE; (b) Second-order, non-linear ODE; (c) Third-order, non-linear ODE; (d) Third-order, linear ODE. • y' – 2t?y" + 5 = 0 It is a (a) First-order, linear ODE; (b) First-order, non-linear ODE; (c) Second-order, non-linear ODE; (d) Second-oder, linear ODE.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section4.3: Zeros Of Polynomials

Problem 67E

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