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Let P(t)=25(1−e−kt)+61 represent the expected score for a student who studies t hours for a test....

Let P(t)=25(1−e−kt)+61 represent the expected score for a student who studies t hours for a test.

Suppose k=0.48 and test scores must be integers.

What is the highest score the student can expect?

If the student does not study, what score can he expect?

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