Sonia distributes 5.5 kilograms of apples among 10 people equally.
How many kg of apples does each person receive?
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Sonia distributes 5.5 kilograms of apples among 10 people equally.
How many kg of apples does each person receive?
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: Understand the division required
We are given 5.5 kg of apples that need to be distributed equally among 10 people. This means we need to divide the total apple weight by the number of people to find out how much each person receives.
Step 2: Perform the division calculation
We calculate how much each person receives by dividing 5.5 kg by 10:
When dividing a number by 10, you effectively move the decimal point one position to the left.
Step 3: Compare with provided multiple-choice answers
The result of our division is 0.55 kg, which corresponds to choice 2.
Therefore, the solution to the problem is kg, and each person receives this amount of apples.
kg
\( \text{0}.07\times10= \)
When you divide by 10, you're making the number 10 times smaller. Moving the decimal point left reduces the place value of each digit, making the whole number smaller. Think: 55 ÷ 10 = 5.5!
Use this trick: Division makes numbers smaller, so move the decimal point left (towards smaller place values). Multiplication makes numbers bigger, so move right.
In real-world problems like this one, you might get a repeating decimal or need to round. For equal distribution problems, it's okay to have decimal answers like 0.55 kg per person.
Yes! Think logically: if 10 people each get 0.55 kg, does that seem reasonable for 5.5 kg total? 0.55 × 10 = 5.5, so it checks out perfectly!
In math, close isn't correct! 0.5 kg per person would only distribute 5.0 kg total (0.5 × 10), leaving 0.5 kg of apples undistributed. Every decimal place matters!
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