Mai is building a fence around her garden. For every 3 feet of fencing, the cost is $27.
Complete the table below showing the length of the fence and the cost.
Length of Fence (in feet) | Cost
---------------------- | ------
3 | $27
6 | $54
9 | $81
12 | $108
15 | $135
18 | $162
21 | $189
24 | $216
27 | $243
30 | $270
3 divided by 27
3 divided by 27 is approximately 0.11.
27 divided by 3
27 divided by 3 is 9.
To complete the table, we need to calculate the cost for different lengths of the fence. Since the cost is $27 for every 3 feet, we can find the cost per foot, and then use that to calculate the cost for different lengths.
Cost per foot = $27 / 3 = $9
Using this cost per foot, we can complete the table:
| Length of Fence (in feet) | Cost |
|--------------------------|------|
| 3 | $27 |
| 6 | $54 |
| 9 | $81 |
| 12 | $108 |
| ... | ... |
To fill in the rest of the table, we can multiply the length of the fence by the cost per foot.
To complete the table showing the length of the fence and the cost, we need to calculate the cost for different lengths of fences.
Given that for every 3 feet of fencing, the cost is $27, we can use this information to find the cost for different lengths.
Let's create a table with different lengths of fences and their corresponding costs:
Length of Fence (in feet) | Cost
------------------------ | ----
3 | $27
6 | $54
9 | $81
12 | $108
15 | $135
... | ...
To find the cost for each length of the fence, we can use the following formula:
Cost = (Length of Fence / 3) * $27
For example, for a fence length of 6 feet, we can calculate the cost as follows:
Cost = (6 / 3) * $27 = 2 * $27 = $54
By applying this formula to different lengths of fences, we can complete the table with the corresponding costs.