Worldwide cell phone subscriberships In 2013, worldwide cell phone subscriberships surpassed the worlds total population of 6.8 billion. Using data from 2009 and projected to 2020, the billions of subscriberships can be modeled by C ( t ) = 0.000286 t 3 − 0.0443 t 2 + 1.49 t − 5.36 where t is equal to the number of years after 2000. When does this model estimate that the number of subscribers reached its maximum, and what maximum does it estimate? Source: portioresearch.com
Worldwide cell phone subscriberships In 2013, worldwide cell phone subscriberships surpassed the worlds total population of 6.8 billion. Using data from 2009 and projected to 2020, the billions of subscriberships can be modeled by C ( t ) = 0.000286 t 3 − 0.0443 t 2 + 1.49 t − 5.36 where t is equal to the number of years after 2000. When does this model estimate that the number of subscribers reached its maximum, and what maximum does it estimate? Source: portioresearch.com
Solution Summary: The author calculates the number of subscribers reached its maximum and the maximum estimated is 9.04billion.
Worldwide cell phone subscriberships In 2013, worldwide cell phone subscriberships surpassed the worlds total population of 6.8 billion. Using data from 2009 and projected to 2020, the billions of subscriberships can be modeled by
C
(
t
)
=
0.000286
t
3
−
0.0443
t
2
+
1.49
t
−
5.36
where t is equal to the number of years after 2000. When does this model estimate that the number of subscribers reached its maximum, and what maximum does it estimate? Source: portioresearch.com
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