Problem 61
Question
In a 24-hour period, a premature infant drank 5.5 milliliters (mL), 15 mL, 5.25 mL, 15 mL, 6 mL, and 12.5 mL. How many mL did the infant drink in 24 hours? ___________________________
Step-by-Step Solution
Verified Answer
59.25 mL
1Step 1: List the Quantities
First, identify all the quantities the infant drank in 24 hours. These values are: 5.5 mL, 15 mL, 5.25 mL, 15 mL, 6 mL, and 12.5 mL.
2Step 2: Set Up the Addition Equation
We need to add all the amounts together. So we have:\[5.5 + 15 + 5.25 + 15 + 6 + 12.5\]
3Step 3: Perform the Addition
First, add 5.5 and 15 to get 20.5.
Then, add 20.5 and 5.25 to get 25.75.
Next, add 25.75 and 15 to get 40.75.
Now, add 40.75 and 6 to get 46.75.
Finally, add 46.75 and 12.5 to find the total.
4Step 4: Calculate the Final Total
To complete the addition, add 46.75 and 12.5.\[46.75 + 12.5 = 59.25\]Thus, the infant consumed a total of 59.25 mL in 24 hours.
Key Concepts
Understanding AdditionStep-by-Step Problem SolvingMathematics in Healthcare
Understanding Addition
Addition is one of the most fundamental operations in basic arithmetic. It's all about combining different numbers to find their total. In the context of the exercise, you are asked to find out how much liquid the infant drank over a 24-hour period.
This involves adding several different amounts (5.5 mL, 15 mL, etc.) together. Understanding addition means knowing a few key points:
This involves adding several different amounts (5.5 mL, 15 mL, etc.) together. Understanding addition means knowing a few key points:
- Addition is commutative, meaning you can add numbers in any order and get the same result. For example, 5 + 10 is the same as 10 + 5.
- When you add zeros, the sum remains unchanged. For instance, 5 + 0 = 5.
- Addition helps in calculating total amounts, which is crucial in many everyday activities.
Step-by-Step Problem Solving
Step-by-step problem solving is a logical approach to tackling mathematical problems. It involves breaking down the problem into smaller, manageable steps, just like in our exercise. This method makes complex problems simpler and helps prevent mistakes.
Here's why the step-by-step process is effective:
Here's why the step-by-step process is effective:
- Each step builds upon the previous one, ensuring a logical flow.
- It encourages thorough understanding by focusing on one part at a time.
- Allows for easy error-checking, since mistakes can be isolated to a single step.
Mathematics in Healthcare
Mathematics is an essential tool in healthcare, particularly in situations where precise calculations are necessary. In medical settings, accuracy can have significant impacts on outcomes.
Here's how math, especially basic arithmetic like addition, is utilized:
Here's how math, especially basic arithmetic like addition, is utilized:
- Calculating dosages of medications to ensure patients receive the right amount. Too little or too much can be harmful.
- Monitoring fluid intake, as in the case of the premature infant from our problem, to maintain proper hydration and nutrient levels.
- Interpreting test results that rely on numerical data for diagnosis and treatment plans.
Other exercises in this chapter
Problem 59
A client’s hemoglobin was 13.8 grams (g) before surgery. During surgery, the hemoglobin dropped 4.5 g. What was the hemoglobin value after it dropped? _________
View solution Problem 60
For a certain medication, the safe dosage should be greater than or equal to 0.7 gram (g) but less than or equal to 2 g. Which of the following dosages fall wit
View solution Problem 62
A baby weighed 3.7 kilograms (kg) at birth. The baby now weighs 5.65 kg. How many kg did the baby gain? ___________________________
View solution Problem 63
A client receives a dosage of 5.5 milliliters (mL) of medication 4 times a day. How much medication would the client receive in 7 days? ________________________
View solution