# I need to calculate the percent error. Everytime I try to right click in Excel the data will not work. Thank you!

Please help me plot this data in excel. I need to calculate the percent error…I need help as soon as possible. Everytime I try to right click in Excel the data will not work. Thank you!

- Open Excel
- Start a new workbook in EXCEL.
- Enter the following experimental data:
- For row A1 enter “x”.
- In row A2 enter “0.110”.
- In row A3 enter “0.125”.
- In row A4 enter “0.150”.
- In row A5 enter “0.210”.
- In row B1 enter “y”.
- In row B2 enter “1.08”.
- In row B3 enter “1.32”.
- In row B4 enter “1.58”.
- In row B5 enter “2.04”.
- Finish entering data.
- The next part is to graph the data and then complete a curve fit which we will skip. The curve fit will give the equation y = 9.23x + 0.13. Use this equation to calculate the predicted y or yfit.
- In row C1 enter “y fit”.
- In row C2 enter “= 9.23*A2 + 0.13”.
- Click to select row C2. Then left click twice on the lower right corner of C2. This will calculate for row C3 – C5.
- Now calculate the square of the error
- In row D1 enter “Error squared”
- In row D2 enter “= (B2 – C2)^2”.
- Click to select row D2. Left click the lower right corner twice to repeat the calculation for rows D3 – D5.
- Now calculate the root mean square error.
- In row D6 enter ” = sqrt( Average(D2:D5) )”.
- When this is done you should have a value of 0.0516 in row D6. This is the rms error.
- To calculate the percent error of the fit, calculate the average of the |y|.
- In row E1 enter “Abs(y)”
- In row E2 enter ” = abs(B2)”.
- Click to select row E2. Left click twice on the lower right corner of E2 to calculate for row E3 – E5.
- In row E6 enter ” = Average(E2:E5)”.
- You should have a value of 1.505 in row E6.
- Now calculate the percent error
- In row F1 enter “Percent error —>”
- In row G1 enter ” = D6/E6*100″.
- Now repeat with a new set of data and answer the question below.
- Question: Enter the experimental data below into an EXCEL workbook.
- Height difference Acceleration
- 0.110 1.05
- 0.125 1.34
- 0.150 1.54
- 0.210 2.10
- The equation of the best-fit line is y = 9.97x + 0.02. What is the percent error of the fit? Use 3 decimal places.

I need the answer for the percent error =_______