Writing Linear and Exponential Equations When a new charter school opened in 1980, there were 970 students enrolled. Write an equation representing the number, N, of students attending this charter school t years after 1980, assuming that the student population: N = a) Increases by 14% per year b) Increases by 49 students per year c) Remains constant (does not change) N N

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**Writing Linear and Exponential Equations**

When a new charter school opened in 1980, there were 970 students enrolled. Write an equation representing the number, \( N \), of students attending this charter school \( t \) years after 1980, assuming that the student population:

a) Increases by 14% per year  
\[ N = \]

b) Increases by 49 students per year  
\[ N = \]

c) Remains constant (does not change)  
\[ N = \]

d) Decreases by 41 students per year  
\[ N = \]

e) Decreases by 7% per year  
\[ N = \]

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Transcribed Image Text:**Writing Linear and Exponential Equations** When a new charter school opened in 1980, there were 970 students enrolled. Write an equation representing the number, \( N \), of students attending this charter school \( t \) years after 1980, assuming that the student population: a) Increases by 14% per year \[ N = \] b) Increases by 49 students per year \[ N = \] c) Remains constant (does not change) \[ N = \] d) Decreases by 41 students per year \[ N = \] e) Decreases by 7% per year \[ N = \] *Question Help:* Video *Submit Question*
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