Consider two AC voltage sources connected in series with voltages V 1 = V 1 , max

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Consider two AC voltage sources connected in series with voltages V1 = V1, max sin(2πft) and V2 = V2, max sin(2πft p/4), and V1, max V2, max 30 V. Show that these two sources in series are equivalent to a single source with Vseries = Vequiv sin(2πft + ϕ) and find the values of Vequiv and f.

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