The correct option for the instantaneous rate of change of number of prisoners in time interval of [ 5 , 10 ] in U.S. with the help of graph provided. The options are: (A) Increasing (B) Decreasing The graph for the population of prisoners in U.S. is provided below:
The correct option for the instantaneous rate of change of number of prisoners in time interval of [ 5 , 10 ] in U.S. with the help of graph provided. The options are: (A) Increasing (B) Decreasing The graph for the population of prisoners in U.S. is provided below:
Solution Summary: The author determines the correct option for the instantaneous rate of change of number of prisoners in time interval left[5,10right] in U.S.
The correct option for the instantaneous rate of change of number of prisoners in time interval of [5,10] in U.S. with the help of graph provided.
The options are:
(A) Increasing
(B) Decreasing
The graph for the population of prisoners in U.S. is provided below:
(b)
To determine
The correct option for the instantaneous rate of change of number of prisoners at time interval t=4 with the help of graph provided.
The options are:
A) Less than
B) Greater than
C) Approximately equal to
The average rate of change over the interval [0,10]
The graph for the population of prisoners in U.S. is provided below:
(c)
To determine
The correct option for instantaneous rate of change of number of prisoners at time interval [0,10] with the help of graph provided.
The options are:
(A) Increasing then decreasing
(B) Decreasing then increasing
(C) Always increasing
(D) Always decreasing
The graph for the population of prisoners in U.S. is provided below:
(d)
To determine
The most rapid increase in the population of prisoners in U.S. with the help of graph provided.
The graph for the population of prisoners in U.S. is provided below:
(e)
To determine
To calculate: The instantaneous rate of change of the population of prisoners in US at t=4 by the balance difference quotient method with taking h=1.5 and explain it.
The graph for the population of prisoners in U.S. is provided below:
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