Display the equivalent part-to-part ratios in this two-column table.(1 point)
3 5
25
21
30 50
3:5
25:???
21:???
30:50
Display the equivalent part-to-part ratios in this two-column table.(1 point)
3 5
25
21
30 50
Display the equivalent part-to-part ratios in this two-column table.(1 point)
11 4
24
88
110 40
11:4
24:???
88:???
110:40
To find the equivalent part-to-part ratios in the given two-column table, we need to compare the corresponding numbers in each column.
First, let's look at the first row. The number in the left column is 3, and the number in the right column is 5. So, the part-to-part ratio can be written as 3:5.
Moving on to the second row. The left column has the number 25, but there is no corresponding number in the right column. To find the equivalent ratio, we need to look for a number in the right column that has a common factor with 25. In this case, 25 is divisible by 5, so we can divide both numbers in this row by 5. By doing so, we get a new ratio of 5:1, because 25 divided by 5 is 5, and 1 divided by 5 is 1.
For the third row, we have the number 21 in the left column and no corresponding number in the right column. Similarly, we need to find a number in the right column that shares a common factor with 21. Since 21 is divisible by 3, we can divide both numbers in this row by 3. Thus, the equivalent ratio becomes 7:10, as 21 divided by 3 is 7, and 30 divided by 3 is 10.
Lastly, let's examine the fourth row. The left column has the number 30, and the right column has 50. The ratio between these numbers is 30:50. However, we can simplify this ratio by finding a common factor. Both numbers are divisible by 10, so when we divide both of them by 10, we obtain a simplified ratio of 3:5.
Therefore, the equivalent part-to-part ratios for the given table are as follows:
3:5
5:1
7:10
3:5
3:5
25:???
21:???
30:50
To find the equivalent part-to-part ratios, we can divide each number in the second column by the corresponding number in the first column.
The given two-column table is:
3 5
25
21
30 50
To find the equivalent part-to-part ratio for the second row, we divide 25 by 3:
25 ÷ 3 = 8.33
So, the ratio for the second row is 8.33.
For the third row, we divide 21 by 3:
21 ÷ 3 = 7
So, the ratio for the third row is 7.
For the fourth row, we divide 50 by 5:
50 ÷ 5 = 10
So, the ratio for the fourth row is 10.
Therefore, the equivalent part-to-part ratios are:
1st row: 3:5
2nd row: 8.33
3rd row: 7
4th row: 10