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Problem 52

Calculate the fluid intake in milliliters. Use the following equivalents for the problems below: 1 cup \(=8\) oz, 1 glass \(=4\) oz. Client had the following: 8 oz milk 6 oz orange juice 4 oz water with medication Total \(\mathrm{mL}=\) ______

Problem 53

Calculate the fluid intake in milliliters. Use the following equivalents for the problems below: 1 cup \(=8\) oz, 1 glass \(=4\) oz. Client had the following: 10 oz of coffee 8 oz water 6 oz vegetable broth Total \(\mathrm{mL}=\) ______

Problem 54

Calculate the fluid intake in milliliters. Use the following equivalents for the problems below: 1 cup \(=8\) oz, 1 glass \(=4\) oz. Client had the following: \(3 / 4\) glass of milk 4 oz water 2 oz beef broth Total \(\mathrm{mL}=\) ______

Problem 55

Calculate the fluid intake in milliliters. Use the following equivalents for the problems below: 1 cup \(=8\) oz, 1 glass \(=4\) oz. A client had the following at lunch: \(1 / 4\) glass of apple juice 8 oz chicken broth 6 oz gelatin dessert \(1^{3 / 4}\) cups of coffee Total \(\mathrm{mL}=\) ______

Problem 56

Convert the following amounts of fluid to milliliters. \(3 \frac{1}{2} \mathrm{oz}=\) ______ \(\mathrm{mL}\)

Problem 57

Convert the following amounts of fluid to milliliters. \(\frac{3}{4} \mathrm{C}(8\) oz cup \()=\) ______ \(\mathrm{mL}\)

Problem 58

Compute how much IV fluid you would document on an I\&O form as being absorbed from a \(1,000 \mathrm{~mL}\) bag if the following amounts are left in the bag. \(275 \mathrm{~mL}\) ______

Problem 59

Compute how much IV fluid you would document on an I\&O form as being absorbed from a \(1,000 \mathrm{~mL}\) bag if the following amounts are left in the bag. \(550 \mathrm{~mL}\) ______

Problem 60

Compute how much IV fluid you would document on an I\&O form as being absorbed from a \(1,000 \mathrm{~mL}\) bag if the following amounts are left in the bag. \(75 \mathrm{~mL}\)

Problem 61

Compute the average hourly urinary output in each of the following situations (round to nearest whole number). \(500 \mathrm{~mL}\) in \(8 \mathrm{hr}\)

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