Answer:
9
Explanation:
Let first find the width of the subintervals

We are using MRAM, so we will be using the midpoint interval height as the height.
So for the first rectangle
The midpoint of interval [0,1] is 0.5
The midpoint of the second interval [1,2]=1.5
The midpoint of the third interval [2,3]=2.5
The midpoint of the fourth interval [3,4]= 3.5
So let's set up an equation
Using Riemann sums, we are adding up rectangle areas so we will use the midpoint height (since we are using MRAM) and delta x(which is 1)

We will then get an area of

That is the approximate area.
The real area is 9.333333, so this is close somewhat.
The answer is 9