Given two revenue models (in millions of dollars) for a large corporation, where both models are estimates of revenues from 2015 through 2040 and t= 0 corresponds to the beginning of 2015. R 7.49+0.34t+ 0.08² R= 7.49 +0.19t +0.02t² Hints: Sketch a graph of the 2 functions, also think about the definition of time carefully along with the time period asked for below. Which model predicts the greater revenue? OR 7.49+0.19 +0.02t² OR 7.49+0.34t+ 0.08t² How much more revenue does that greater revenue model predict over the 6 year period from 2024 through 2029? (Round your answer to three decimal places.)
Given two revenue models (in millions of dollars) for a large corporation, where both models are estimates of revenues from 2015 through 2040 and t= 0 corresponds to the beginning of 2015. R 7.49+0.34t+ 0.08² R= 7.49 +0.19t +0.02t² Hints: Sketch a graph of the 2 functions, also think about the definition of time carefully along with the time period asked for below. Which model predicts the greater revenue? OR 7.49+0.19 +0.02t² OR 7.49+0.34t+ 0.08t² How much more revenue does that greater revenue model predict over the 6 year period from 2024 through 2029? (Round your answer to three decimal places.)
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![Given two revenue models (in millions of dollars) for a large corporation, where both models are estimates
of revenues from 2015 through 2040 and t = 0 corresponds to the beginning of
2015. R = 7.49 +0.341 +0.08 R = 7.49 +0.19 +0.02 Hints: Sketch a graph of the 2 functions, also think
about the definition of time carefully along with the time period asked for below. Which model predicts the
greater revenue? R = 7.49 +0.19 +0.02² R = 7.49 +0.341 +0.08/² How much more revenue does that
greater revenue model predict over the 6 year period from 2024 through 2029? (Round your answer to
three decimal places.)
Given two revenue models (in millions of dollars) for a large corporation, where both models are estimates of revenues from 2015 through
2040 and t = 0 corresponds to the beginning of 2015.
R = 7.49+0.34t+ 0.08t²
R = 7.49 +0.19t +0.02t²
Hints: Sketch a graph of the 2 functions, also think about the definition of time carefully along with the time period asked for below.
Which model predicts the greater revenue?
OR 7.49+0.19 +0.02t²
OR 7.49+0.34t+ 0.08t²
How much more revenue does that greater revenue model predict over the 6 year period from 2024 through 2029?
(Round your answer to three decimal places.)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa034c8a7-1680-4ce9-8aac-787e1c112296%2F37d5b5a6-c211-456f-aba1-ef83e072dbc0%2Fez4dz8n_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Given two revenue models (in millions of dollars) for a large corporation, where both models are estimates
of revenues from 2015 through 2040 and t = 0 corresponds to the beginning of
2015. R = 7.49 +0.341 +0.08 R = 7.49 +0.19 +0.02 Hints: Sketch a graph of the 2 functions, also think
about the definition of time carefully along with the time period asked for below. Which model predicts the
greater revenue? R = 7.49 +0.19 +0.02² R = 7.49 +0.341 +0.08/² How much more revenue does that
greater revenue model predict over the 6 year period from 2024 through 2029? (Round your answer to
three decimal places.)
Given two revenue models (in millions of dollars) for a large corporation, where both models are estimates of revenues from 2015 through
2040 and t = 0 corresponds to the beginning of 2015.
R = 7.49+0.34t+ 0.08t²
R = 7.49 +0.19t +0.02t²
Hints: Sketch a graph of the 2 functions, also think about the definition of time carefully along with the time period asked for below.
Which model predicts the greater revenue?
OR 7.49+0.19 +0.02t²
OR 7.49+0.34t+ 0.08t²
How much more revenue does that greater revenue model predict over the 6 year period from 2024 through 2029?
(Round your answer to three decimal places.)
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