$500.9 is distributed equally among 100 people.
How much does each person receive?
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$500.9 is distributed equally among 100 people.
How much does each person receive?
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: We have a total amount of 500.9 to be distributed among 100 people.
Step 2: To find out how much each person receives, we need to divide the total amount by the number of people: \( 500.9 \div 100 .
Step 3: Perform the division:
To divide by , we can move the decimal point in two places to the left (because 100 has two zeros). This means .
Therefore, each person receives \5.009 \).
\( 5.009
\( \text{0}.07\times10= \)
When dividing by 10, 100, 1000, you're making the number smaller, so the decimal moves left. Think of it as the opposite of multiplication - multiplying moves decimals right, dividing moves them left!
Count the zeros in the divisor! Dividing by 100 has 2 zeros, so move 2 places left. Dividing by 1000 has 3 zeros, so move 3 places left.
Add zeros to the left of your number as needed! For example: becomes 0.0059 by adding zeros.
Multiply your answer by the original divisor - you should get back to your starting number! Like
Absolutely! Money uses decimals, so the same rules apply. Just remember that money usually rounds to 2 decimal places (cents), but in math problems, keep all decimal places unless told otherwise.
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