The given text is difficult to understand and appears to be incomplete or corrupted. Here is a possible interpretation and reformatting to make sense of the task:

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Evaluate the following mathematical expression:

[tex]\[ 0.22 \times 8 \][/tex]

A. 24

B. 28

C. 1.76

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Note: If the original question had a different intent, please provide additional context or correct the symbols and text accordingly.



Answer :

Sure, let's work through this question step by step. We'll break down each part to understand how to get the final answer.

### Problem Description
You want to calculate the total cost of purchasing 24 bottles, where each bottle costs [tex]$1.50 and there is a 7% tax rate applied to the purchase. ### Step-by-Step Solution 1. Identify the initial price of one bottle: - The cost of one bottle is $[/tex]1.50.

2. Determine the number of bottles:
- You are purchasing 24 bottles.

3. Calculate the total cost without tax:
- Multiply the price per bottle by the number of bottles.
- Total cost without tax = [tex]$1.50 × 24 = $[/tex]36.00.

4. Find the tax rate:
- The tax rate is 7%, which can be written as a decimal for calculation purposes: 0.07.

5. Calculate the total tax amount:
- Multiply the total cost without tax by the tax rate to find the tax amount.
- Total tax = [tex]$36.00 × 0.07 = $[/tex]2.52.

6. Calculate the final total cost including tax:
- Add the total tax to the total cost without tax.
- Total cost with tax = [tex]$36.00 + $[/tex]2.52 = [tex]$38.52. ### Final Results - Total cost without tax: $[/tex]36.00
- Total tax amount: [tex]$2.52 - Total cost with tax: $[/tex]38.52

In conclusion, if you buy 24 bottles at [tex]$1.50 each with a 7% tax, the cost without tax is $[/tex]36.00, the tax amount is [tex]$2.52, and the total cost including tax is $[/tex]38.52.

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