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LINEAR–if a linear model should be used to describe the situation. EXPONENTIAL-if an exponential model should be used to describe the situation NEITHER–this situation is definitely not linear nor exponential CAN'T TELL–if there is not enough information to tell. (This option will be used if only 2 data points are provided two points can be joined with a line or with a curve) A. The population is 900 in the beginning and grows by 350 people each year for 20 years. B. The population is 900 in the beginning and decreases by 12% each year for 5 years. C. The population is 900 in the beginning and doubles every year for 10 years. D. The population is 900 in the beginning and tripled during the last year. E. The population is 900 in the beginning, 1050 the next year, 1200 the next year. F. The population is 900 in the beginning, 1050 the next year, 1225 the next year. G. The population is 900 in the beginning, 1000 the next year, 2000 the next year. H. The population is 900 in the beginning and will grow by 300 people during the next two Years

LINEAR–if a linear model should be used to describe the situation. EXPONENTIAL-if an exponential model should be used to describe the situation NEITHER–this situation is definitely not linear nor exponential CAN'T TELL–if there is not enough information to tell. (This option will be used if only 2 data points are provided two points can be joined with a line or with a curve) A. The population is 900 in the beginning and grows by 350 people each year for 20 years. B. The population is 900 in the beginning and decreases by 12% each year for 5 years. C. The population is 900 in the beginning and doubles every year for 10 years. D. The population is 900 in the beginning and tripled during the last year. E. The population is 900 in the beginning, 1050 the next year, 1200 the next year. F. The population is 900 in the beginning, 1050 the next year, 1225 the next year. G. The population is 900 in the beginning, 1000 the next year, 2000 the next year. H. The population is 900 in the beginning and will grow by 300 people during the next two Years

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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1.)F, Show why
1. Next to each situation A. through H. listed below write one of these four statements: LINEAR–if a linear model should be used to describe the situation. EXPONENTIAL–if an exponential model should be used to describe the situation NEITHER–this situation is definitely not linear nor exponential CAN'T TELL-if there is not enough information to tell. (This option will be used if only 2 data points are provided-two points can be joined with a line or with a curve) A. The population is 900 in the beginning and grows by 350 people each year for 20 years. B. The population is 900 in the beginning and decreases by 12% each year for 5 years. C. The population is 900 in the beginning and doubles every year for 10 years. D. The population is 900 in the beginning and tripled during the last year. E. The population is 900 in the beginning, 1050 the next year, 1200 the next year. F. The population is 900 in the beginning, 1050 the next year, 1225 the next year. G. The population is 900 in the beginning, 1000 the next year, 2000 the next year. H. The population is 900 in the beginning and will grow by 300 people during the next two years.
Transcribed Image Text:1. Next to each situation A. through H. listed below write one of these four statements: LINEAR–if a linear model should be used to describe the situation. EXPONENTIAL–if an exponential model should be used to describe the situation NEITHER–this situation is definitely not linear nor exponential CAN'T TELL-if there is not enough information to tell. (This option will be used if only 2 data points are provided-two points can be joined with a line or with a curve) A. The population is 900 in the beginning and grows by 350 people each year for 20 years. B. The population is 900 in the beginning and decreases by 12% each year for 5 years. C. The population is 900 in the beginning and doubles every year for 10 years. D. The population is 900 in the beginning and tripled during the last year. E. The population is 900 in the beginning, 1050 the next year, 1200 the next year. F. The population is 900 in the beginning, 1050 the next year, 1225 the next year. G. The population is 900 in the beginning, 1000 the next year, 2000 the next year. H. The population is 900 in the beginning and will grow by 300 people during the next two years.
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