A project is composed of the seven activities shown in the table where all activities are in weeks.

The resource profile for an early start schedule is plotted below.

Suppose that the line representing resource usage is a function of time and is described by the equation Usage=f(t).What is the definite integral of this function over the domain 0 to 52? In other words,find the solution to: $\int _ { 0 } ^ { 52 } f ( t )$for this project.

Question

A project is composed of the seven activities shown in the table where all activities are in weeks.
  
The resource profile for an early start schedule is plotted below.
  
Suppose that the line representing resource usage is a function of time and is described by the equation Usage=f(t).What is the definite integral of this function over the domain 0 to 52? In other words,find the solution to: $\int _ { 0 } ^ { 52 } f ( t )$for this project.

Quizplus · Accepted Answer

The Answer of A project is composed of the seven activities shown in the table where all activities are in weeks.
  
The resource profile for an early start schedule is plotted below.
  
Suppose that the line representing resource usage is a function of time and is described by the equation Usage=f(t).What is the definite integral of this function over the domain 0 to 52? In other words,find the solution to: $\int _ { 0 } ^ { 52 } f ( t )$for this project.

A Project Is Composed of the Seven Activities Shown in the Table