Answer:
1. 30
2. 70
3. 180
Explanation:
The ratio is 6/5.
We use this ratio to determine other ratios in this table.
12/10 is double of 6/5.
If we want to find the other values in the table, we'll use the common multiplier between either the given numerator/denominator and 6/5 to get the other numerator/denominator by multiplying the common multiplier between the given numerator/denominator and the simplest ratio by the other numerator/denominator of 6/5.
25 is one given value, the relationship between the simplest ratio (6/5) and k/25 is that the common multiplier is 5. So, we multiply 5 by 6 to get the value of k in k/25.
5*6 = 30
The ratio will be 30/25.
Now, 84 is one given value, the relationship between the simplest ratio (6/5) and 84/s is that the common multiplier is 14. So, we multiply 5 by 14 to get the value of s in s/84.
5*14 = 70
The ratio will be 84/70.
Now, 150 is one given value, the relationship between the simplest ratio (6/5) and k/150 is that the common multiplier is 30. So, we multiply 6 by 30 to get the value of k in k/150.
6*30 = 180
The ratio will be 180:150