Figure out a recursive sequence for the number of ways of adding 2s and 5s up to
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Question:
Figure out a recursive sequence for the number of ways of adding 2s and 5s up to any whole number n. For example, the amount of adding 2s and 5s up to 7, is 2. 2 + 5 and 5 + 2.
How can this be described as a recursive sequence?
Related Book For
Introductory Statistics Exploring the World Through Data
ISBN: 978-0321978271
2nd edition
Authors: Robert Gould, Colleen Ryan
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