Question

The ratio in the table for red balls to blue balls is constant in each column. Let r = number of red balls corresponding to 16 blue balls Which table shows the correct value for r?

Answer 1

Explanation:

For every 4 blue balls there are 7 red balls meaning that when there are 14 red there are 8 blue. We know that there are 16 blue and 8 times 2 equals 8 so all you must do is multiply 14 by 2 to get 28 as the answer to the blank so the answer must be 28

equation- r= 14*2 16/8=2

answer= 28/C

Answer 2

da answer:

the correct value of r can be calculated using the formula r = x/16, where x is the number of red balls in a particular column of the table. As long as the ratio of red balls to blue balls is constant in each column, this formula will hold true.

How to solve the ratio?

According to the problem statement, the ratio of red balls to blue balls is constant in each column of the table. This means that for any given column, the ratio of red balls to blue balls will remain the same, regardless of the total number of balls in the column.

Let's assume that there are x red balls and 16 blue balls in a particular column of the table. According to the problem statement, the ratio of red balls to blue balls in that column is constant, which means that:

x/16 = r/1

Here, r is the number of red balls corresponding to 16 blue balls, which is what we need to find. We can solve for r by cross-multiplying and simplifying:

x = 16r

r = x/16

So, if we know the number of red balls in a particular column, we can easily calculate the corresponding value of r by dividing that number by 16.

To summarize, the correct value of r can be calculated using the formula r = x/16, where x is the number of red balls in a particular column of the table. As long as the ratio of red balls to blue balls is constant in each column, this formula will hold true.

good luck bud (ha balls)