Assume that you are working for a plant grower (sometimes called a nursery) trying to model how many of your special flowers will bloom by August 1st this year. Your model looks at how many days are cloudy and how many days are rainy. If your weather almanac says that July (with 31 days in the month) normally has 16 days that are sunny and 15 that are cloudy, On sunny days, the flowers grow by 8.00% and on cloudy days they grow by 3.00%. Your flower needs to be greater than 100% by the end of the month. How do I know the true probability?
Assume that you are working for a plant grower (sometimes called a nursery) trying to model how many of your special flowers will bloom by August 1st this year. Your model looks at how many days are cloudy and how many days are rainy. If your weather almanac says that July (with 31 days in the month) normally has 16 days that are sunny and 15 that are cloudy, On sunny days, the flowers grow by 8.00% and on cloudy days they grow by 3.00%. Your flower needs to be greater than 100% by the end of the month. How do I know the true probability?
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.2: Arithmetic Sequences
Problem 67E
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Assume that you are working for a plant grower (sometimes called a nursery) trying to model how many of your special flowers will bloom by August 1st this year. Your model looks at how many days are cloudy and how many days are rainy. If your weather almanac says that July (with 31 days in the month) normally has 16 days that are sunny and 15 that are cloudy, On sunny days, the flowers grow by 8.00% and on cloudy days they grow by 3.00%. Your flower needs to be greater than 100% by the end of the month.
How do I know the true probability?
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