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AP Physics C: E&M
13.3 Induced Currents and Magnetic Forces
13.2 Electromagnetic Induction
13.1 Magnetic Flux
AdvancedMCQGraphicalMathematicalConceptual22.4k
A 2D Cartesian graph with bare axes and no gridlines. The horizontal axis is labeled t at its right end, and the vertical axis is labeled \Phi_B at its top end. The origin is marked 0. A single solid black curve begins at the origin with zero initial slope and curves smoothly upward with concave-upward curvature until reaching a point with coordinates marked by dashed guide lines extending to \Phi_{\text{max}} on the vertical axis and t_1 on the horizontal axis. From t_1 to t_2, the solid black curve continues horizontally at the constant value \Phi_{\text{max}}. A vertical dashed guide line drops from the curve at t_2 to a tick mark labeled t_2 on the horizontal axis. No other labels, lines, text, or axes appear.
Magnetic flux \(\Phi_B\) as a function of time \(t\) through the loop.
A rigid planar triangular conducting loop of resistance \(R\) enters a region of uniform magnetic field perpendicular to the loop at a constant velocity \(v\), entering vertex-first at time \(t = 0\). The loop becomes completely immersed in the field at time \(t_1\) and remains entirely within the field until after time \(t_2\). The graph shows the magnetic flux \(\Phi_B\) through the loop as a function of time \(t\). Which of the following statements correctly relates the features of the graph to the electrical or mechanical behavior of the loop?

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