Mathematics, 18.12.2020 01:20 layah2k00

Part 2 To train for an upcoming marathon, Susie plans to run 2 miles per day the rst week and then increase the daily distance by a half a mile each
the following weeks. How long before the marathon should she start?
There are many ways to approach this problem. Some include, make a table, write a function, create ordered pairs...
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1. Identify and label the variables.
R. Make a table for up to 6 weeks to see a pattern.
3. Write an equation to represent the nth term of the sequence.
4. If the pattern continues during which week will she run 10 miles per day?
5. Is it reasonable to think that this pattern will continue indenitely, explain?
6. How long before the marathon should she start?

Part 2

To train for an upcoming marathon, Susie plans to run 2 miles per day the rst week and the

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Part 2 To train for an upcoming marathon, Susie plans to run 2 miles per day the rst week and then...