The total revenues of consumer electronics since 2000 are approximated by the function f(t)=78.4.1.1 (t23), where...

 

Transcribed Image Text:

The total revenues of consumer electronics since 2000 are approximated by the function f(t)=78.4.1.1¹ (t23), where t= 3 corresponds to 2003 and f(t) is in billions of dollars. Find the revenue in the given years below. (a) 2005 (b) 2008 (c) If the function remains accurate, what will the revenues be in 2012? The total revenues of consumer electronics since 2000 are approximated by the function f(t)=78.4.1.1¹ (t23), where t= 3 corresponds to 2003 and f(t) is in billions of dollars. Find the revenue in the given years below. (a) 2005 (b) 2008 (c) If the function remains accurate, what will the revenues be in 2012? The total revenues of consumer electronics since 2000 are approximated by the function f(t)=78.4.1.1¹ (t23), where t= 3 corresponds to 2003 and f(t) is in billions of dollars. Find the revenue in the given years below. (a) 2005 (b) 2008 (c) If the function remains accurate, what will the revenues be in 2012? The total revenues of consumer electronics since 2000 are approximated by the function f(t)=78.4.1.1¹ (t23), where t= 3 corresponds to 2003 and f(t) is in billions of dollars. Find the revenue in the given years below. (a) 2005 (b) 2008 (c) If the function remains accurate, what will the revenues be in 2012?

Answer rating: 100% (QA)

Substitute the corresponding values of t into the function a For the year 2006 t 2006 2000 ... View the full answer