MATH217 homework questions

Multiple Answer Question (Maximum time to spend in this question: 10 min) The properties that could be used to find laplace of (t + sin2t + cos2t) U(t +6) for all t2 0, are None of these, the Laplace does not exist Derivative of Laplace Property OShifting Property O Linearity Property O Translation PropertyLet a and b are positive constants. se + be The inverse Laplace of F(s), given that SF(s) + F(s) = is $2 - 2s +2 O1. None of these Ol1. [Ae'+e-'Bcos(t + a) + Csin(t + a)]U(t + a), where A, B, and C are constants O III. [Aetta + e -t-(Bcos(t + a)+ Csin(t + a))]u(t -a), where A, B, and C are constants ONV. [Ae -t-a+et+ (Bsin(t + a)+ Ccos(t + a))]u(t +a), where A, B, and C are constants OV. [Ae -t-+e'+ (Bcos(t + a)+ Csin(t + a))], where A, B, and C are constants