Diego is making a stack of pennies. He starts with 5 and then adds them 1 at at time. A penny is 1.52 mm thick. h(n) 1. Complete the table with the height of the stack h(n), in mm, after n pennies have been added. 2. Does h(1.52) make sense? Explain how you know. 7.6 1 3.

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
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Author:HOUGHTON MIFFLIN HARCOURT
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Chapter6: Exponential Functions And Sequences
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4. Define P recursively and for the n" term.
th
Diego is making a stack of pennies. He starts with 5 and then adds them 1
at at time. A penny is 1.52 mm thick.
h(n)
1. Complete the table with the height of the stack h(n), in mm, after n
pennies have been added.
2. Does h(1.52) make sense? Explain how you know.
7.6
1
A piece of paper has an area of 80 square inches. A person cuts off - of the piece of paper. Then a
second person cuts off of the remaining paper. A third person cuts off what is left, and so on.
1. Complete the table where A(n) is the area, in square inches, of the
remaining paper after the n'
th
person cuts off their fraction.
A(n)
th
Transcribed Image Text:4. Define P recursively and for the n" term. th Diego is making a stack of pennies. He starts with 5 and then adds them 1 at at time. A penny is 1.52 mm thick. h(n) 1. Complete the table with the height of the stack h(n), in mm, after n pennies have been added. 2. Does h(1.52) make sense? Explain how you know. 7.6 1 A piece of paper has an area of 80 square inches. A person cuts off - of the piece of paper. Then a second person cuts off of the remaining paper. A third person cuts off what is left, and so on. 1. Complete the table where A(n) is the area, in square inches, of the remaining paper after the n' th person cuts off their fraction. A(n) th
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