1. GRAPHING DATA

2. FEATURES Abscissa Ordinate Dependent Independent
Charts (line, bar, pie…)

3. GRAPHS
X-Y GRAPHS
SEMI-LOG GRAPHS
LOG-LOG GRAPHS

4. ROC Curve Graph

5. Select Data for Diagonal

6. Select Insert Tab

7. Insert a Line Chart Select “Scatter with Straight Lines and Markers”
Highlighted

8. Select Data (on Design Tab)
The design tab should come up immediately is not select it.
Make sure you have selected the chart.

9. Remove The Data It Thinks it Has
Select “Series 1” and click the “Remove” button

10. Adding the Diagonal. Then this box pops up and press this button.
Select the Add Button
Then select the cell with the word Diagonal in it.

11. Add the X-Axis Data (False Alarms)
Click on this button
Then highlight the two “FA” values under the diagonal heading

12. Do the Same for Y-Axis Values (Hits)
Click this button
Highlight the Hit data under the Diagonal heading

13. This is what you have
After clicking “OK”

14. Now add the brief line.
Click Add and repeat the steps to add your first ROC curve.

15. Add your second ROC Curve
Click “OK” next it is time to edit the graph to make it look right.

16. Select the Layout Tab
This tab will allow you to format your chart.

17. Add X-Axis Label
After selecting this option, type “False Alarms” and hit return.

18. Add Y-Axis Label
After selecting this option, type “Hits” and hit return.

19. Set Axis Range Move mouse over X-Axis look for this Label to pop up.
Then right click.

20. Select Format Axis

21. Set Range
Set minimum and maximum to fixed and set minimum value to 0 and maximum value to Repeat for Y-axis.

22. Remove the Gridlines

23. Final Graph

24. EQUATION
Y=mx
Y=mx + C

25. Examples
F=-k*x^2
P=R*T/V
V=I*R
E=Stress/Strain
V=4/3*pi*(r^2)

26. CW5
PROBS. 5.2,5.4, 5.12

27. SEMI-LOG GRAPHS Y=a e ^ b x ln Y= ln a +bx Graphical expression
Y=m x + C
Ordinate= constant + slope * abscissa

28. LOG-LOG GRAPHS
Log Y vs Log X
Log y = Log a + b( log x)

29. HW3
5.7, 5.9,5.13,5.21,5.25