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ï X õ D º º o º R º u º Ì Ç f o v v } u l } ( Ì o f R u v o v } l µ o l l µ µ u u º º o º l o. Determine ω0, R, and δ so as to write the given expression in the form u=Rcos(ω0t−δ) (a) u= 3 cos(2t) 4 sin(2t) (b) u=−2 cos(πt)−3 sin(πt) Expert Answer 100% (2 ratings) Previous question Next question Get more help from Chegg Solve it with our calculus problem solver and calculator. Z = sqrt (R^2(XLXc)^2) For a fixed resistance, the minimum impedance is obtained when the inductive reactance XL and the capacitive reactance Xc are equal Both XL and Xc depend on frequency, so setting XL and Xc equal to each other will give the frequency, known as the resonance frequency, needed to minimize the impedance w = 1/sqrt(LC).
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