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. 6.02 +0.26t+0.05t² 6.02 +0.15t +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 6.02 +0.26t+ 0.05t² OR 6.02 +0.15t +0.02t² R R How much more revenue does that greater revenue model predict over the year period from 2026 through 2031? (Round your answer to three decimal places.) millions of dollars.
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. 6.02 +0.26t+0.05t² 6.02 +0.15t +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 6.02 +0.26t+ 0.05t² OR 6.02 +0.15t +0.02t² R R How much more revenue does that greater revenue model predict over the year period from 2026 through 2031? (Round your answer to three decimal places.) millions of dollars.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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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
=
R = 6.02 +0.26t+ 0.05t²
6.02 +0.15t +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= 6.02 +0.26t+0.05t²
R = 6.02 +0.15t + 0.02t²
R
millions of dollars
=
How much more revenue does that greater revenue model predict over the 6 year period from 2026 through 2031?
(Round your answer to three decimal places.)
0 corresponds to the beginning of 2015.
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