Math Problem Statement
The client has the following intake during your shift 4 ounces of chicken broth 3 ounces of chocolate ice cream 12 ounces of water 10 mL free water Flush 8 ounces of liquid meal supplement 100mL hour normal saline 30 ounces ice chips 6 ounce of apple juice 4 ounces of vegetable broth4 ounces of soda 6 ounces of coffee with 2 ounces creamer 100mL hour normal saline 4 ounces of water
Solution
To calculate the total intake, let's first convert all measurements to milliliters (mL), since medical intake is typically measured in mL. The conversions are as follows:
1 ounce = 30 mL
So, for each item:
- Chicken broth: 4 ounces = 4 × 30 = 120 mL
- Chocolate ice cream: 3 ounces = 3 × 30 = 90 mL
- Water: 12 ounces = 12 × 30 = 360 mL
- Free water flush: 10 mL
- Liquid meal supplement: 8 ounces = 8 × 30 = 240 mL
- Normal saline: 100 mL/hour (rate, we assume it's ongoing for now)
- Ice chips: 30 ounces = 30 × 30 = 900 mL (Note: usually ice chips are counted as 50% water, so we'll use 450 mL)
- Apple juice: 6 ounces = 6 × 30 = 180 mL
- Vegetable broth: 4 ounces = 4 × 30 = 120 mL
- Soda: 4 ounces = 4 × 30 = 120 mL
- Coffee with creamer: 6 ounces coffee + 2 ounces creamer = (6 + 2) × 30 = 240 mL
- Normal saline: 100 mL/hour (again, this adds to the total IV intake)
- Water: 4 ounces = 4 × 30 = 120 mL
Total Oral/Enteral Intake:
- Chicken broth: 120 mL
- Chocolate ice cream: 90 mL
- Water: 360 mL
- Free water flush: 10 mL
- Liquid meal supplement: 240 mL
- Ice chips (50%): 450 mL
- Apple juice: 180 mL
- Vegetable broth: 120 mL
- Soda: 120 mL
- Coffee with creamer: 240 mL
- Water: 120 mL
Oral/Enteral Subtotal:
120 + 90 + 360 + 10 + 240 + 450 + 180 + 120 + 120 + 240 + 120 = 2,050 mL
IV Fluids:
- Normal saline (assuming it ran for 2 hours during your shift): 100 mL/hour × 2 hours = 200 mL
Total Intake (Oral/Enteral + IV):
2,050 mL + 200 mL = 2,250 mL
The total intake for the shift is 2,250 mL.
Would you like any further clarification or breakdown?
Here are five related questions to explore further:
- How would the intake be affected if the patient consumed more solid food versus liquids?
- What is the role of normal saline in fluid management for a patient?
- Why do ice chips count as 50% water intake in medical settings?
- How would you calculate intake for medications administered in liquid form?
- What are the implications of fluid overload in a patient’s intake?
Tip: Always account for ice chips as half of their volume when calculating intake, as they melt down into liquid water.
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Math Problem Analysis
Mathematical Concepts
Unit Conversion
Addition
Volume Calculation
Formulas
1 ounce = 30 mL
Total intake = Oral/Enteral intake + IV fluids intake
Ice chips water content = 50% of total volume
Theorems
-
Suitable Grade Level
Grades 9-12