Pizza cost $3:50 per slice
Create a table modeling numbers of slices and total cost
Then write an equation to represent the scenario for any number of slices
Number of Slices | Total Cost
-----------------|-----------
1 | $3.50
2 | $7.00
3 | $10.50
4 | $14.00
5 | $17.50
...
n | $3.50n
The equation to represent the scenario for any number of slices (n) can be written as:
Total Cost = $3.50 * n
To create a table modeling the number of slices and the total cost, we can start by calculating the total cost for different numbers of slices.
Number of Slices | Total Cost
-------------------|--------------
1 | $3.50
2 | $7.00
3 | $10.50
4 | $14.00
5 | $17.50
6 | $21.00
To find an equation that represents the scenario for any number of slices, we can use the formula:
Total Cost = Number of Slices * Cost per Slice
In this case, the cost per slice is $3.50. Therefore, the equation becomes:
Total Cost = 3.50 * Number of Slices
This equation can be used to calculate the total cost for any number of slices.
To create a table modeling the number of slices and total cost, we will assume that the cost per slice remains constant at $3.50.
Number of Slices | Total Cost
-----------------|-----------
1 | $3.50
2 | $7.00
3 | $10.50
4 | $14.00
... ...
To find the total cost, we can multiply the number of slices by the cost per slice. So, the equation for the total cost (C) in terms of the number of slices (S) would be:
C = 3.50 * S
This equation will give you the total cost for any given number of slices.