Solve $250 \div 5 \div 10$ making sure to divide in the proper order.
A) 25
B) 15
C) 5
D) 125
Answer (2)
Divide 250 by 5: $250 obreak
div 5 = 50$.
Divide the result 50 by 10: $50 obreak
div 10 = 5$.
The final result is 5.
Therefore, $250 obreak
div 5 obreak
div 10 = obreak
5
Explanation
Understanding the problem We need to evaluate the expression $250 obreak
div 5 obreak
div 10$ following the correct order of operations. Remember, when we have a series of divisions, we perform them from left to right.
First division First, we divide 250 by 5:
250 o b re ak d i v 5 = 50
Second division Next, we take the result, 50, and divide it by 10:
50 o b re ak d i v 10 = 5
Final result Therefore, the final result of the expression $250 obreak
div 5 obreak
div 10$ is 5.
Examples
Understanding the order of operations is crucial in many real-life scenarios. For instance, imagine you're distributing prize money. If you have $250 to distribute among 5 teams, and each team then decides to split their share among 10 members, this problem shows how much each member would receive. The correct order of operations ensures that everyone gets the right amount, avoiding confusion and ensuring fairness. This principle applies in various fields, from finance to resource allocation, where accurate calculations are essential.
The result of the expression 250 ÷ 5 ÷ 10 is 5. We divide 250 by 5 to get 50, then divide 50 by 10 to arrive at the final answer of 5. Thus, the correct choice is C) 5.
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