I have attached my answer to be compared with the 2 subparts. D and Ed) Compare the predicted change in greenhouse gas emissions between 2020 and 2025 to the change between 2025 and 2030? During which five-year period is the predicted change greater and by how much or is it the same in the two-time periods?e) During what year does this function rule predict that the US emission of greenhouse gasses will decrease to 1000 million metric tons of carbon dioxide equivalents? U.S. Greenhouse Gas Emissions by Economic Sector,1990-20198.0006,c004,0002,0001990199520002005201020152019YearTransportationElectricity generationIndustryAgricultureCommercialResidentialUS. territoriesSource. U.S. EWa Invertory of US. Greenheune G Emaoro and Sinks. 1900-2019.htps www.epa.pov/gtomsomireniery-n-greeshouie-gis-emissisra-and-airksEmissions (million metric tons ofcarbon diaxide equivalent) a) Find the function rule for a linear function G(t) where t is the number of years since 2019 and G(t) isthe total greenhouse gasses emitted by the US. Your function should contain the points (0, 6558) and(11, 3711).tis known that the two poirt fomula a gven byObtain the linear function Git ehers , - .G ()and (a. .6558,. . a(1, 371).Gu)-G = -238. KI+08Therelore, the inear function t is given by Gt--18 SIKS + 6558b) Find the slope of your line and write a sentence that describes what the slope tells us about the rateof change under this scenario.From part a) the the linear function G(t) is given by G (1) = -258. 8182r + 6558.Compare the function G (1) = -258. 81821 + 6558 with the slope intercept form y = mx + b whereslope is m.Thus, the slope is given by -258.8182 that is the coefficient of of t.Since the slope is negative the rate of change of total greenhouse gasses emitted by the Usdecreases as the year increases.c) What greenhouse gas emissions does this function predict for 2020 and for 2025?Since 2020 is 1 year since 2019,substitute 1 for t in G (?) = -258. 8182r + 6558.G(1) = -258. 8182 (1) + 6558= 6558 – 258. 8182= 6299. 1818Therefore, the greenhouse gas emissions predicted by the function for 2020 is 6299.Since 2025 is 6 year since 2019,substitute 6 fort in G (?) = -258. 81821 + 6558.G (6) = -258. 8182 (6) + 6558= -1552. 9092 + 6558= 6558 – 1552. 9092= 5005. 0908Therefore, the greenhouse gas emissions predicted by the function for 2025 is 5005.

Given: The function rule for G(t) is Gt=-258.8182t+6558 where, t is the number of years since 2019.…

d) Compare the predicted change in greenhouse gas emissions between 2020 and 2025 to the change between 2025 and 2030? During which five-year period is the predicted change greater and by how much or is it the same in the two-time periods? e) During what year does this function rule predict that the US emission of greenhouse gasses will decrease to 1000 million metric tons of carbon dioxide equivalents?

d) Compare the predicted change in greenhouse gas emissions between 2020 and 2025 to the change between 2025 and 2030? During which five-year period is the predicted change greater and by how much or is it the same in the two-time periods? e) During what year does this function rule predict that the US emission of greenhouse gasses will decrease to 1000 million metric tons of carbon dioxide equivalents?

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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I have attached my answer to be compared with the 2 subparts. D and E

e) During what year does this function rule predict that the US emission of greenhouse gasses will decrease to 1000 million metric tons of carbon dioxide equivalents?