When a new charter school opened in 2002, there were 400 students enrolled. Write a formula for the function N(t), representing the number of students attending this charter school t years after 2002, assuming that the student population: Increased by 36 students per year N(t)= Decreased by 20 students per year N(t)= Increased by 44 students every 2 years N(t)= Decreased by 48 students every 4 years N(t)= Remained constant (did not change) N(t)= Increased by 5 students every semester (twice each year)
When a new charter school opened in 2002, there were 400 students enrolled. Write a formula for the function N(t), representing the number of students attending this charter school t years after 2002, assuming that the student population: Increased by 36 students per year N(t)= Decreased by 20 students per year N(t)= Increased by 44 students every 2 years N(t)= Decreased by 48 students every 4 years N(t)= Remained constant (did not change) N(t)= Increased by 5 students every semester (twice each year)
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter8: Polynomials
Section8.1: Adding And Subtracting Polynomials
Problem 44PPS
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| When a new charter school opened in 2002, there were 400 students enrolled. Write a formula for the function N(t), representing the number of students attending this charter school t years after 2002, assuming that the student population: | |
| Increased by 36 students per year | N(t)= |
| Decreased by 20 students per year | N(t)= |
| Increased by 44 students every 2 years | N(t)= |
| Decreased by 48 students every 4 years | N(t)= |
| Remained constant (did not change) | N(t)= |
| Increased by 5 students every semester (twice each year) |
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