Sue's grade in her math class is related to the number of hours she studies. The rate of change of her grade, G(t), is proportional to (100 - G), where t is measured in hours and G(t) is her grade after t hours of study. The highest grade is a 100. G(0) = 60, meaning she could get a 60 without any studying. After 10 hours, Sue's grade would be a 75. What score could Sue expect if she studied 20 hours? Round your answer to the nearest point. O 70 O 80 O 84 O 95

Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter8: Rational Expressions And Equations
Section8.9: Use Direct And Inverse Variation
Problem 8.183TI: The number of hours it takes for ice to melt varies inversely with the air temperature. Suppose a...
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Sue's grade in her math class is related to the number of hours she studies. The rate of change of her grade, G(t), is proportional to
(100 - G), where t is measured in hours and G(t) is her grade after t hours of study. The highest grade is a 100. G(0) = 60, meaning
she could get a 60 without any studying. After 10 hours, Sue's grade would be a 75.
What score could Sue expect if she studied 20 hours?
Round your answer to the nearest point.
O 70
0 0
O 80
O 84
O 95
Transcribed Image Text:Sue's grade in her math class is related to the number of hours she studies. The rate of change of her grade, G(t), is proportional to (100 - G), where t is measured in hours and G(t) is her grade after t hours of study. The highest grade is a 100. G(0) = 60, meaning she could get a 60 without any studying. After 10 hours, Sue's grade would be a 75. What score could Sue expect if she studied 20 hours? Round your answer to the nearest point. O 70 0 0 O 80 O 84 O 95
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