What is the total intake in mL for the following: 18 oz. Ensure, 20 oz. juice, 500 mL ice chips, 1.5 L bolus, and 4 oz. juice?

What is the total intake in mL for the following: 18 oz. Ensure, 20 oz. juice, 500 mL ice chips, 1.5 L bolus, and 4 oz. juice?

• A. 2,500 mL
• B. 2,638 mL
• C. 2,700 mL
• D. 2,800 mL

Answer: (B)

To determine the total intake in mL, each volume of fluid provided in different units must be converted to milliliters and then summed. 1. **Ensure:** 18 oz. of Ensure needs to be converted to mL. There are approximately 29.57 mL in 1 oz., thus: \[ 18 \text{ oz.} \times 29.57 \text{ mL/oz.} \approx 533.06 \text{ mL} \] 2. **Juice:** The total juice intake consists of two separate amounts: 20 oz. and 4 oz. \[ (20 \text{ oz.} + 4 \text{ oz.}) \times 29.57 \text{ mL/oz.} = 24 \text{ oz.} \times 29.57 \text{ mL/oz.} \approx 710.88 \text{ mL} \] 3. **Ice Chips:** 500 mL of ice chips is directly counted as 500 mL. 4. **Bolus:** 1.5 L can also be converted to mL. Since

To determine the total intake in mL, each volume of fluid provided in different units must be converted to milliliters and then summed.

1. Ensure: 18 oz. of Ensure needs to be converted to mL. There are approximately 29.57 mL in 1 oz., thus:

[

18 \text{ oz.} \times 29.57 \text{ mL/oz.} \approx 533.06 \text{ mL}

]

2. Juice: The total juice intake consists of two separate amounts: 20 oz. and 4 oz.

[

(20 \text{ oz.} + 4 \text{ oz.}) \times 29.57 \text{ mL/oz.} = 24 \text{ oz.} \times 29.57 \text{ mL/oz.} \approx 710.88 \text{ mL}

]

3. Ice Chips: 500 mL of ice chips is directly counted as 500 mL.

4. Bolus: 1.5 L can also be converted to mL. Since