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A male student had five (5) glasses of wine at a party. He weighs 160 pounds. Use the Widmark Equation to estimat how long it will take before his blood alcohol is 0.08. The Widmark Equation is: B=-0.015t + where N is the number of "standard drinks", W is his/her weight in pounds, and g = gender constant: 0.68 for men and 0.55 for women. (One 12 oz. beer, 5 oz. glass of wine, or 1.5 oz. shot of liquor each equal 1 standard drink) Note: You will be solving for t once you substitute in all numbers for the correct variables. About 3.37 hours. About 8.8 hours O About 45 minutes. About 37 minutes. 2.84 N W g About 2.79 hours.

A male student had five (5) glasses of wine at a party. He weighs 160 pounds. Use the Widmark Equation to estimat how long it will take before his blood alcohol is 0.08. The Widmark Equation is: B=-0.015t + where N is the number of "standard drinks", W is his/her weight in pounds, and g = gender constant: 0.68 for men and 0.55 for women. (One 12 oz. beer, 5 oz. glass of wine, or 1.5 oz. shot of liquor each equal 1 standard drink) Note: You will be solving for t once you substitute in all numbers for the correct variables. About 3.37 hours. About 8.8 hours O About 45 minutes. About 37 minutes. 2.84 N W g About 2.79 hours.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A male student had five (5) glasses of wine at a party. He weighs 160 pounds. Use the Widmark Equation to estimate how long it will take before his blood alcohol is 0.08. The Widmark Equation is: B= -0.015-t+ where N is the number of "standard drinks", W is his/her weight in pounds, and g = gender constant: 0.68 for men and 0.55 for women. (One 12 oz. beer, 5 oz. glass of wine, or 1.5 oz. shot of liquor each equal 1 standard drink) Note: You will be solving for t once you substitute in all numbers for the correct variables. About 3.37 hours. About 8.8 hours About 45 minutes. O About 37 minutes. 2.84 N W g About 2.79 hours.
Transcribed Image Text:A male student had five (5) glasses of wine at a party. He weighs 160 pounds. Use the Widmark Equation to estimate how long it will take before his blood alcohol is 0.08. The Widmark Equation is: B= -0.015-t+ where N is the number of "standard drinks", W is his/her weight in pounds, and g = gender constant: 0.68 for men and 0.55 for women. (One 12 oz. beer, 5 oz. glass of wine, or 1.5 oz. shot of liquor each equal 1 standard drink) Note: You will be solving for t once you substitute in all numbers for the correct variables. About 3.37 hours. About 8.8 hours About 45 minutes. O About 37 minutes. 2.84 N W g About 2.79 hours.
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