Complete the ratio table.
5 17
10 [__]
15 [__]
20 68
25 [__]
To complete the ratio table, we need to figure out the missing values.
To do this, we can first find the common ratio between each set of consecutive values. This can be done by dividing the second number by the first number in each row.
For the first row, the common ratio is 17/5 = 3.4.
For the second row, the common ratio is 10/5 = 2.
For the third row, the common ratio is 68/20 = 3.4.
Now, we can use these common ratios to find the missing values.
For the second row, we can multiply the first number (10) by the common ratio (2) to find the missing value.
10 * 2 = 20.
For the third row, we can divide the second number (68) by the common ratio (3.4) to find the missing value.
68 / 3.4 = 20.
For the fourth row, we can multiply the third number (20) by the common ratio (3.4) to find the missing value.
20 * 3.4 = 68.
Therefore, the completed ratio table is:
5 17
10 20
15 20
20 68
25 68