A vector A(t) has a constant magnitude but is changing direction in a uniform way. Draw the

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A vector A(t) has a constant magnitude but is changing direction in a uniform way. Draw the vectors A(t + Δt) and A(t) for a small time interval Δt, and find the difference ΔA = A(t + Δt) - A(t) graphically. How is the direction of ΔA related to A for small time intervals?

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