Solve for the following:
(1) dy/dt + 10y = 20 given y(0) =10
(4 Marks)
(ii) y t + 1 +y t =3 given y(0) = 10
(4 Marks)
Solve the following simultaneous equations using Gauss-Jordan method
(6 Marks)
3x - 2y - 3z = - 14
4x - 2y + 3z = 19
2x - 2y + 10z = 48
A first order difference equation is given as: 3/2 Y t+1 +Y t =22(0.8)^ t and Y(0) = 900 Find the general solution for this equation
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