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Review questions for exam 1 in math 123, covering topics such as riemann summation, simpson's rule, initial value problems, radioactive decay, and exponential growth. Questions include approximating integrals, solving differential equations, finding the amount of a decaying substance at a given time, and determining the number of bacteria in a population at a specific time. Additionally, students are asked to analyze sequences for monotonicity and convergence.
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Review Questions for Exam 1