If you want the objective cell to be a certain value, click **Value Of**, and then type the value in the box or select a cell which contains a number.
If you leave the **Target cell** box empty, the "input cell empty" message will be shown.

3. In the **By Changing Cells** box, enter a name or reference for each decision variable cell. To have an effect, the variable cells must be related directly or indirectly to the objective cell, or to the cell reference in at least one constraint.

4. In the **Limiting conditions** field, enter any constraints that you want to apply.
To add a constraint: In the Solver dialog box, under Limiting conditions, click
in the **Cell Reference** box, enter the cell reference or name of the cell range whose value(s) you would like to constrain.Â
You can use a single cell or a cell range, but not multiple ranges.

5. Click the relationship ( <=, =, >=, int, bin,) in the **Operator** box, that you want between the referenced cell(s) and the constraint.

- If you click
**int**, integer appears in the constraint box.
- If you click
**bin**, binary appears in the constraint box.

In the constraint box, type a number, a cell reference or name, or a formula. For best performance and
best results use a number, or a reference or name of a cell or cells that contain numbers.

6. In the **Value** box you can enter the cell reference or name of the cell range whose value(s)
you want to constrain as well.

7. If it is necessary, you can change the existing constraint parameters by clicking again or delete with using the deleting field in the right side of the dialog box.

8. By clicking **Options**, for simplicity you may select the **Assumed Variables Non-Negative** check box to specify that all decision variable cells without explicit lower bounds should be given lower bounds of zero.

9. A constraint such as A1:A5 = integer, where A1:A5 are decision variable cells, requires that the solution values for A1 through A5 must be integers or whole numbers, such as -1, 0 or 2, to within a small tolerance (determined by the Options). Integer constraints may be used when a fractional solution value, such as 1.5, wouldnâ€™t make sense in your problem â€“ for example, if the decision variable represents how many people to schedule or how many trucks to buy.

10. A constraint such as A1 = binary is equivalent to specifying A1 = integer, A1 >= 0 and A1 <= 1. This implies that A1 must be either 0 or 1 at the solution; hence A1 can be used to represent a "yes/no" decision, such as whether or not to build a new manufacturing plant.

11. Click **Solve** and in the **Solving Result** dialog box, read the message and after reading these messages, do one of the following:

- To keep the final values in the decision variable cells, click
**Keep Result**.
- To restore the values of the decision variable cells at the time you clicked
**Solve**, click **Restore Previous**.