The task involves filling in missing values in a table. Here's a breakdown of the information provided:

1. Current Table Values:

| | Square | Rectangle | Row Total |
|--------------|--------|-----------|-----------|
| Bright white | 25 | | |
| Off-white | 23 | 10 | 33 |
| Column Total | 48 | | |

2. From the given percentages and values, calculate the missing values.

Calculating Missing Values:

- Rectangle for Bright White:

- The column total for "Square" is 48.
- Off-white Square = 23
- Bright white Square = 25

The column total for Square checks out as 48.

- Calculating Bright White Rectangle:

- The column total for "Rectangle" isn't given directly. However, using the Off-white values:
- Off-white: Square = 23, Rectangle = 10, Row Total = 33

The total for "Off-white" is verified.

- Fill in the missing 'Rectangle' value for 'Bright white':

- Since Off-white Rectangle = 10
- Assuming that the column total for Rectangle should be consistent with the row total for Off-white.

Use this information to complete the table by determining the missing 'Rectangle' value for 'Bright white,' ensuring data integrity based on given calculations or rules.

Sure! Let's break down the problem and find the missing values step by step.

We need to fill in the missing values for the table. Here's what we have:

### Step by Step Calculation:

1. Off-white Square:
- We know the total for off-white is 33, and off-white rectangle is 10.
- To find the off-white square, we subtract the number of rectangles from the total:
[tex]\[
\text{Off-white square} = \text{Off-white total} - \text{Off-white rectangle} = 33 - 10 = 23
\][/tex]

2. Bright White Rectangle:
- We know the column total for squares is 48.
- We need to find the bright white rectangle. To do this, we subtract the bright white square (25) and the off-white square (23) from the total squares (48):
[tex]\[
\text{Bright white rectangle} = \text{Column total square} - (\text{Bright white square} + \text{Off-white square}) = 48 - (25 + 23) = 0
\][/tex]

3. Finding [tex]\(x\)[/tex]:
- [tex]\( x \)[/tex] represents the row percentage for off-white rectangles.
- The total number of off-white items is given as 33.
- The number of off-white rectangles is 10.
- We calculate the percentage for [tex]\( x \)[/tex] as:
[tex]\[
x = \left(\frac{\text{Off-white rectangle}}{\text{Off-white total}}\right) \times 100 = \left(\frac{10}{33}\right) \times 100 \approx 30.30\%
\][/tex]

### Final Values:
- Bright white rectangle = 0
- Off-white square = 23
- [tex]\( x \)[/tex] (off-white rectangle row percentage) = 30.30%

These are the missing values and steps needed to fill the table.