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Q1. Determine the solution of x(t). 4x + 20% +36x = 0 Where x(0) = 2 m, 8(0) = 1 m/s
Q1. Mass M is lifted by a pulley system as shown in Figure 1. The pulley is rotating in a clockwise direction. Assuming zero
Consider the liquid level system shown in Figure 1. At steady state, the inflow rate and outflow rate are both O and the flow
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Given data- + A 20 + 360=0 an 2i(o)= 2m nrol = 1 m/s from the given equation qň +200 + 360 =0 sit 5 n tam find the choroctersthe differential solution of sor the eguation becomes -2.54 a cel [ 6,631.692 C, Cs 1.650 t t C₂ Sin 1.6587 in 1.6504 apply tsi = -2.5t 1 - 2 x 1.658 Sin 1.6580 + 1.658 C2 Cos 1.6586 t 2 Gsl 658€ t Ca sin 1658€ ] X (-95 € 9:54 ] pot the expression, v

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