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Question from text book. Hope can get right and clear answer. Steps are not necessary because I just want to check my own answer

- Question 3 The following differential equation (DE) describes oscillatory motion with angular frequency 5 rad/s. 1 point d2 x dt2 = -25x(t) The general solution to this DE can be written as a(t) = C cos(5t) + D sin(5t) where C and D are arbitrary constants. Determine the values of C and D given the initial conditions: x(0) =0, a'(0) = 2 C = D =

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