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Answer :
Answer:
To determine the Blood Alcohol Content (BAC) of the woman, we need to know the alcohol content of the wine, the time frame over which the drinks were consumed, and the woman's body weight and gender.
Assuming a standard drink of 5 ounces of wine with 12% alcohol content, we can calculate the total amount of alcohol consumed:
3 glasses x 5 ounces per glass x 0.12 alcohol content = 1.8 ounces of alcohol
Next, we need to calculate the woman's blood alcohol concentration (BAC) using the Widmark formula:
BAC = (alcohol consumed in ounces / (body weight in pounds x blood volume constant)) x 100
For women, the blood volume constant is 0.55.
BAC = (1.8 / (112 x 0.55)) x 100 = 0.28%
Therefore, the woman's BAC is 0.28%, which is above the legal limit for driving in most states. However, it's important to note that BAC can be affected by many factors, including individual metabolism, food intake, and other medications or substances consumed. It's always important to drink responsibly and never drive under the influence of alcohol.
Explanation:
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Final answer:
The Blood Alcohol Concentration (BAC) for a 112lb woman would likely be around 0.08 after 3 glasses of wine, 0.05 after 3 beers, and 0.10 after 3 rum and cokes, but these are estimated values and can vary based on several factors.
Explanation:
The question is asking about the Blood Alcohol Concentration (BAC) after a 112lb woman consumes 3 drinks of different types. Considering standard drink sizes and alcohol content, the likely answers would be as follows:
1) After 3 glasses of wine, assuming they are the standard 5 ounces each, her BAC would probably be approximately 0.08.
2) After 3 beers, again assuming these are standard 12 ounce cans with a 5% alcohol content, her BAC would likely be around 0.05.
3) After 3 rum and cokes, if we assume they each contain 1.5 ounces of 40% alcohol rum, her BAC would likely be close to 0.10.
Note that these are very rough estimates. Many factors such as how quickly the drinks were consumed, how much food was eaten, and the person's individual tolerance can affect BAC.
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