marianickmayra
marianickmayra marianickmayra
  • 13-01-2018
  • Mathematics
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HOW CAN ARITHMETIC AND GEOMETRIC SEQUENCES BECOME LINEAR AND EXPONENTIAL FUNCTIONS?

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obenam obenam
  • 16-01-2018
The formula of an arithmetic sequence is the following :
[tex]u_n=r\times n+u_0\text{ wherein r is the rate of the sequence} \\\text{and u0 the first value}\\\text{The above formula is linear wherever }u_0=0.[/tex]
A geometric sequence is in the form:
[tex]u_n=u_0r^n\text{, again u0 the first value and r the rate. }\\\text{If }u_0=1\text{ the formula becomes:}\\u_n=r^n=e^{n\log r}\text{ which is an exponential formula.}[/tex]
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