Consider the following rectangular prism with a width, length and height of 3 m, 5 m and 13 m respectively. Find the surface area.

(D) . The best estimate of the total rainfall is 0.4 inches.

Step-by-step explanation:

Here, as given in the data:

The rainfall on the first day = 0.13 inches

Now, the 'nearest tenth' estimation of 0.13  = 0.10 as ( 3 < 5)

So, the estimated rainfall on first day = 0.10 inches

The rainfall on the second  day = 0.08 inches

Now, the 'nearest tenth' estimation of 0.08  = 0.10 as ( 8 >  5)

So, the estimated rainfall on second day = 0.10 inches

The rainfall on the third  day = 0.18 inches

Now, the 'nearest tenth' estimation of  0.18  = 0.20 as ( 8 >  5)

So, the estimated rainfall on third day =0.20 inches

So, total estimated rainfall = Estimated rainfall on ( first + second + third day)

= 0.10 inches  + 0.10 inches + 0.20 inches  

= 0.40 inches

Hence,  the best estimate of the total rainfall is 0.4 inches.