From the given table, we can see that the mixture has 4 parts of soda water and 3 parts of regular water in the first column, 16 parts of soda water and the number of regular water parts is missing in the second column, the number of soda water parts is missing in the third column, and 40 parts of soda water and 30 parts of regular water in the fourth column.
To find the missing values, we can use the information from the other columns.
In the second column, we know that the total number of parts of soda water and regular water in the mixture is 20 (4 + 16). We also know that the ratio of soda water to regular water is 4:3.
Using this information, we can set up the following equation:
4x + 3x = 20
7x = 20
x ≈ 2.86
So the missing value in the second column is approximately 2.86 parts of regular water.
In the third column, we know that the total number of parts of soda water and regular water in the mixture is 40. We also know that the ratio of soda water to regular water is 4:3.
Using this information, we can set up the following equation:
4x + 3x = 40
7x = 40
x ≈ 5.71
So the missing value in the third column is approximately 5.71 parts of soda water.
Therefore, the missing values in the table are:
Soda Water: 5.71 parts
Regular Water: 2.86 parts
Therefore, the correct answer is:
32 parts soda water and 12 parts regular water.
Use the table to answer the question.
Soda Water 4 16 40
Regular Water 3 24 30
The table shows the parts of soda water and regular water for a mixture. What are the missing values?
(1 point)
Responses
26 parts soda water and 13 parts regular water
26 parts soda water and 13 parts regular water
32 parts soda water and 12 parts regular water
32 parts soda water and 12 parts regular water
25 parts soda water and 15 parts regular water
25 parts soda water and 15 parts regular water
24 parts soda water and 16 parts regular water
24 parts soda water and 16 parts regular water
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1 answer
1 answer