Ratio table is given showing charts to red and blue paint. What is equivalent part to part hole ratio in the three-column table

Answer 1

To help you better, I'll need some clarification about the table you're referring to. However, I can explain how to create a part-to-part whole ratio from a ratio table involving red and blue paint.

Assuming your table has three columns: the first for some reference (like the type or name), the second for the amount of red paint, and the third for the amount of blue paint, you can determine the part-to-part whole ratio as follows:

Example Ratio Table:

| Reference | Red Paint | Blue Paint | |-----------|-----------|------------| | Sample 1 | 2 | 3 | | Sample 2 | 4 | 1 | | Sample 3 | 1 | 5 |

Step to Calculate Part-to-Part Whole Ratio

1. Identify the Amounts: For each row, identify the amounts of red and blue paint.

2. Write the Ratios: Write the part-to-part ratios between red and blue paint.

   For Sample 1:

   • Red to Blue = 2:3

   For Sample 2:

   • Red to Blue = 4:1

   For Sample 3:

   • Red to Blue = 1:5

3. Find the Total Parts: For each sample, add the amounts of red and blue for the whole part.

   Sample 1: \(2 + 3 = 5\) (total parts)

   Sample 2: \(4 + 1 = 5\) (total parts)

   Sample 3: \(1 + 5 = 6\) (total parts)

4. Write the Whole Ratio: You can express the whole quantity as the sum of red and blue.

   For Sample 1:

   • Whole = 5, Red part = 2, Blue part = 3

   Therefore, the whole ratio of red and blue to the whole would be:

   • Red:Whole = \(2:5\)
   • Blue:Whole = \(3:5\)

By going through this procedure for each sample in your table, you can establish both the part-to-part and part-to-whole ratios.

If you can provide specific numbers or a description of your table, I'd be happy to perform the calculations or give a more tailored response!