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
18; 26
18; 26
22; 34
22; 34
432; 504
432; 504
12; 14
To find the missing values, we can look at the ratio between the two columns. The ratio between the first column and the second column is constant at 6. Therefore, we can determine the missing values by multiplying the first column by 6.
Based on this pattern, the missing value for x would be 6 * 8 = 48, and the missing value for y would be 6 * 10 = 60.
Therefore, the missing values are:
x = 48
y = 60
To find the missing values, we need to analyze the ratios in the table.
We can observe that the ratio between the first column (x-values) and the second column (corresponding y-values) is constant.
The ratio from the first row is 8:48, which simplifies to 1:6.
Therefore, we can determine the missing values by multiplying the x-values by the same ratio.
So, the missing value for x is 10 * 1 = 10, and the missing value for y is 10 * 6 = 60.
Hence, the missing values are x = 10 and y = 60.
To analyze the ratios in the table, we need to compare the numbers in each column.
First, let's look at the ratio between the first column (8, 10, x, y). We can see that each number in the first column is increased by 2 compared to the previous number. Therefore, we can conclude that x must be 12 (10 + 2) and y must be 14 (12 + 2).
Next, let's look at the ratio between the second column (48, 60, 72, 84). We can see that each number in the second column is increased by 12 compared to the previous number. Therefore, we can conclude that the missing number in the second column, corresponding to x, must be 72 + 12 = 84.
Using this analysis, we can determine that the missing values in the table are x = 12 and y = 14.