Respuesta :
The correct answer is:
0.08.
Explanation:
To calculate the BAC, we first find the amount of alcohol (in grams) of the drinks. In the US, a standard drink has 14 g of alcohol. The man has 2 beers and 1 shot; this is 3 standard drinks:
3*14 = 42
This has 42 g of alcohol.
Next we convert the weight in pounds to grams. We do this by multiplying by 454:
140*454 = 63560
Next we multiply by the gender constant. For men, this is 0.68:
63560(0.68) = 43220.8
We divide the grams of alcohol by this number:
42/43220.8 = 0.000972
Multiply this by 100:
0.000972(100) = 0.0972
This is the BAC right after drinking. To account for the time that has passed, we multiply the number of hours by 0.015:
1(0.015) = 0.015
We subtract this from our immediate BAC:
0.0972-0.015 = 0.0822 ≈ 0.08
0.08.
Explanation:
To calculate the BAC, we first find the amount of alcohol (in grams) of the drinks. In the US, a standard drink has 14 g of alcohol. The man has 2 beers and 1 shot; this is 3 standard drinks:
3*14 = 42
This has 42 g of alcohol.
Next we convert the weight in pounds to grams. We do this by multiplying by 454:
140*454 = 63560
Next we multiply by the gender constant. For men, this is 0.68:
63560(0.68) = 43220.8
We divide the grams of alcohol by this number:
42/43220.8 = 0.000972
Multiply this by 100:
0.000972(100) = 0.0972
This is the BAC right after drinking. To account for the time that has passed, we multiply the number of hours by 0.015:
1(0.015) = 0.015
We subtract this from our immediate BAC:
0.0972-0.015 = 0.0822 ≈ 0.08
The individual's BAC is 0.11 grams of blood alcohol.
Calculus
Given that a man who weighs approximately 140 pounds has two 12 ounce beers and one 1 1/2 oz shots of liquor in one hour, to determine what is his estimated BAC, the following calculation must be performed:
- Taking a 40% proof liquor and a 5% proof beer, each shot of liquor will have 0.6 oz of alcohol (1.5 x 0.4) and each beer will have 0.6 oz of alcohol (12 x 0.05).
- Thus, the man consumed 1.8 oz of alcohol (0.6 x 3).
- 1.8 oz = 51 grams
- The gender constant for male is 0.68
- 140 pounds = 63560 grams
- Grams of alcohol / (Weight x gender constant) = X
- 51 / (63560 x 0.68) = X
- 51 / 43,220.8 = X
- 0.0011 = X
- X x 100 = 0.11
Therefore, the individual's BAC is 0.11 grams of blood alcohol.
Learn more about calculus in https://brainly.com/question/13531397