Use the table to answer the question.
8 48
10 60
x 72
y 84Analyze the ratios in the table to find the missing values.(1 point)
Responses
22; 34
22; 34
18; 26
18; 26
12; 14
12; 14
432; 504
432; 504
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From the given table, it can be observed that the ratio of the second column to the first column is constant.
Taking the first row as an example, the ratio is 48/8 = 6.
Applying the same ratio to the missing values, we can find:
For x: 6*8 = 48
For y: 6*12 = 72
Therefore, the missing values are x = 48 and y = 72. The correct answer is not provided in the given options.
To find the missing values, we need to analyze the ratios in the table.
Looking at the ratios between the first two rows, we can see that the ratio of the second column to the first column is the same for both rows.
So, to find the missing value for x, we can use the same ratio:
48/8 = 6
10 * 6 = 60
Therefore, x = 60.
Similarly, we can find the missing value for y using the same ratio:
60/10 = 6
6 * 14 = 84
Therefore, y = 84.
So, the missing values are x = 60 and y = 84.
To find the missing values in the table, you need to analyze the ratios of the given values.
First, let's look at the ratio between the first two values. From 8 to 10, the increase is 2. From 48 to 60, the increase is also 12. This means that for every increase of 2 in the first column, there is an increase of 12 in the second column.
Now let's apply this ratio to find the missing values.
For x, we need to find the increase from 10 to x. Since the increase from 8 to 10 is 2, we can apply the same increase to find the missing value. Therefore, x would be 10 + 2 = 12.
For y, we need to find the increase from 10 to y. Since the increase from 8 to 10 in the first column is 2, we can apply the same increase to find the missing value. Therefore, y would be 10 + 2 = 12.
So, the missing values in the table are x = 12 and y = 12.