Writing Linear and Exponential Equations
When a new charter school opened in 2000, there were 800 students enrolled. Using function notation, write a formula representing the number, N, of students attending this charter school t years after 2000, assuming that the student population:
Increases by 32 students every 4 yearsN(t)=\displaystyle {N}{\left({t}\right)}=  
Decreases by 40 students every 2 yearsN(t)=\displaystyle {N}{\left({t}\right)}=  
Increases by 9% every 4 yearsN(t)=\displaystyle {N}{\left({t}\right)}=  
Decreases by 8.8% every 3 yearsN(t)=\displaystyle {N}{\left({t}\right)}=  
Increases by 52 students every semester (twice each year).N(t)=\displaystyle {N}{\left({t}\right)}=  
Increases by 11% every quarter (4 times per year).N(t)=\displaystyle {N}{\left({t}\right)}=