As the table shows, projections indicate that the percent of adults with diabetes could dramatically increase.Percent of Adults with DiabetesYear Percent Year Percent Year Percent15.718.920352010202524.3204031.320152020203027.5204532.819.128.0205034.7a. Find a linear model that fits the data in the table, with x=0 for the year 2000. Round to 3 decimal placesb. Use the model to predict the percent of adults with diabetes2032. Round to one decimal placec. In what year does this model predict the percent to be 29.21%? Round to the nearest yearOUECTION 1

For the given data ( a ) Find a linear model (b ) predict when x=32 ( c ) predict the percent

As the table shows, projections indicate that the percent of adults with diabetes could dramatically increase. Percent of Adults with Diabetes Year Percent Year Percent Year Percent 2010 2015 15.7 2025 24.3 2040 31.3 18.9 27.5 2030 2035 2045 2050 32.8 2020 19.1 28.0 34.7 a. Find a linear model that fits the data in the table, with x=0 for the year 2000. Round to 3 decimal places b. Use the model to predict the percent of adults with diabetes in 2032. Round to one decimal place c. In what year does this model predict the percent to be 29.21%? Round to the nearest year

As the table shows, projections indicate that the percent of adults with diabetes could dramatically increase. Percent of Adults with Diabetes Year Percent Year Percent Year Percent 2010 2015 15.7 2025 24.3 2040 31.3 18.9 27.5 2030 2035 2045 2050 32.8 2020 19.1 28.0 34.7 a. Find a linear model that fits the data in the table, with x=0 for the year 2000. Round to 3 decimal places b. Use the model to predict the percent of adults with diabetes in 2032. Round to one decimal place c. In what year does this model predict the percent to be 29.21%? Round to the nearest year

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 93E

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