Question

Deshaun estimated the length of a rookie his house to be 15 ft. The actual length of the room is 13 ft. Find the absolute error and the percent error of deshaun estimate. If necessary round your answer to the nearest tenth

Answer 1

The percent error is 15.4%.

Explanation:

Given:

Deshaun estimated the length of a rookie his house to be 15 ft. The actual length of the room is 13 ft.

Now, to find the percent error.

So, length of room estimated = 15 ft.

And the actual length of room = 13 ft.

So, get the difference first:

`15-13=2\ ft.`

Now, to get the percent error:

`(2)/(13) * 100\\=(200)/(13) \\=15.384\%.`

Thus, the percent error to nearest tenth = 15.4%.

Therefore, the percent error is 15.4%.