Question
A packaging machine can pack 5 boxes every minute. If the machine runs continuously, is the total number of boxes packed a linear or exponential function? Explain.(1 point)
Responses
The total number of boxes increases by a constant factor for equal time intervals. This is an exponential function.
The total number of boxes increases by a constant factor for equal time intervals. This is an exponential function.
The total number of boxes increases by a constant factor for equal time intervals. This is a linear function.
The total number of boxes increases by a constant factor for equal time intervals. This is a linear function.
The total number of boxes increases by a constant difference for equal time intervals. This is an exponential function.
The total number of boxes increases by a constant difference for equal time intervals. This is an exponential function.
The total number of boxes increases by a constant difference for equal time intervals. This is a linear function.
Responses
The total number of boxes increases by a constant factor for equal time intervals. This is an exponential function.
The total number of boxes increases by a constant factor for equal time intervals. This is an exponential function.
The total number of boxes increases by a constant factor for equal time intervals. This is a linear function.
The total number of boxes increases by a constant factor for equal time intervals. This is a linear function.
The total number of boxes increases by a constant difference for equal time intervals. This is an exponential function.
The total number of boxes increases by a constant difference for equal time intervals. This is an exponential function.
The total number of boxes increases by a constant difference for equal time intervals. This is a linear function.
Answers
GPT 3.5
The total number of boxes packed is an exponential function because the machine is continuously packing boxes at a constant rate of 5 boxes per minute. As time increases, the total number of boxes packed will increase exponentially, rather than linearly.