the relationship between input values x and the output values y is described as:y is one less than a quarter of the number x .if x is equal to -8,-4,0,4,8;represent this relationship in a flow diagram

read x

y = (1/4) x - 1

print x , y

if x = 8 stop

go back and read the next x

number sentences

7x

To represent the relationship between the input values x and the output values y using a flow diagram, you can follow these steps:

1. Start the flow diagram by creating an input box labeled "x".
2. Connect arrows from the "x" input box to five labeled boxes representing the different input values: -8, -4, 0, 4, and 8.
3. From each of these input value boxes, draw arrows to labeled calculation boxes to represent the calculation described in the relationship.
- For example, for the input value -8, the calculation would be (-8 / 4) - 1. Label this calculation box as (-8 / 4) - 1.
- Repeat the above step for the remaining input values.
4. Finally, connect arrows from each calculation box to an output box labeled "y" to represent the output values corresponding to each input value.

Here's how the flow diagram would look:

```
+------+
| x |
+--|--+
|
v
+---+-8-+---+ +------------+
| (-8 / 4) - 1 |---->| y |
+--------------+ +------------+

+------+
| x |
+--|--+
|
v
+----4---+---+ +------------+
| (4 / 4) - 1 |---->| y |
+--------------+ +------------+

+------+
| x |
+--|--+
|
v
+---0---+---+ +------------+
| (0 / 4) - 1 |---->| y |
+--------------+ +------------+

+------+
| x |
+--|--+
|
v
+----4---+---+ +------------+
| (4 / 4) - 1 |---->| y |
+--------------+ +------------+

+------+
| x |
+--|--+
|
v
+----8---+---+ +------------+
| (8 / 4) - 1 |---->| y |
+--------------+ +------------+
```

This flow diagram represents the relationship between the input values x and the output values y as described.