Marisol is designing a system to detect when the door to her room is opened. She has observed that the magnetic field in the vicinity of the door is perpendicular to the door when it is closed and has a magnitude of about B = 5.50 × 10 − 5 T. B=5.50×10−5 T. Knowing Faraday's law, Marisol uses electromagnetic induction as the basis of her alarm. She wraps a single loop of wire around the perimeter of her door and connects it to a voltmeter that can detect an emf as small as V min = 1.00 × 10 − 6 V. Vmin=1.00×10−6 V. The voltmeter is configured to take a time‑averaged reading and will trigger the alarm if the average emf over a certain period of time exceeds the threshold voltage V min . Vmin. What is the minimum time interval t min tmin required for someone to open Marisol’s door θ = 34.0 ∘ , θ=34.0∘, starting from the closed position, without the average induced emf over that time interval exceeding the threshold? The dimensions of the door are W = 0.895 m W=0.895 m by H = 2.15 m.