The admission team at a new university are trying to predict the number of student application they will receive each year. Let n be the number of years that the university has been open. T admissions team collect the following data for the first two years. Number of applications received in year n 12300 12669 Year (n) 1 2 It is assumed that the number of students that apply to the university each year will follow a geometric sequence, un. In the first year there were 10380 places at the university available fo applicants. The admissions team announce that the number of place available will increase by 600 every year. Let vn, represent the number of places available at the university in year n. For the first 10 years that the university is open, all places are filled. Students who receive a place each pay an $80 acceptance fee. When n=k, the number of places available will, for the first
The admission team at a new university are trying to predict the number of student application they will receive each year. Let n be the number of years that the university has been open. T admissions team collect the following data for the first two years. Number of applications received in year n 12300 12669 Year (n) 1 2 It is assumed that the number of students that apply to the university each year will follow a geometric sequence, un. In the first year there were 10380 places at the university available fo applicants. The admissions team announce that the number of place available will increase by 600 every year. Let vn, represent the number of places available at the university in year n. For the first 10 years that the university is open, all places are filled. Students who receive a place each pay an $80 acceptance fee. When n=k, the number of places available will, for the first
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 2GP
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