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Use Euler's method to solve dBdt=0.05B with initial value B=1300 when t=0 . A. Δt=1 and 1 step: B(1)≈ B. Δt=0.5 and 2 steps: B(1)≈ C. Δt=0.25 and 4 steps: B(1)≈ D. Suppose B is the balance in a bank account earning interest. Be sure that you can explain why the result of your calculation in part (a) is equivalent to compounding the interest once a year instead of continuously. Then interpret the result of your calculations in parts (b) and (c) in terms of compound interest.

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Use Euler's method to solve dBdt=0.05B with initial value B=1300 when t=0 . A. Δt=1 and 1 step: B(1)...
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