4th Grade Math · Question of the Day

4th Grade Math Question of the Day

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Friday, August 28, 2026

A warehouse stores 316 boxes. Due to increased demand, they multiply their storage by 1,000. Later, they ship out 100 times their original amount. How many boxes remain in the warehouse?

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Question of the Day

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A warehouse stores 316 boxes. Due to increased demand, they multiply their storage by 1,000. Later, they ship out 100 times their original amount. How many boxes remain in the warehouse?

  1. 284,040 boxes remaining stored
  2. 315,684 boxes remaining stored
  3. 314,400 boxes remaining stored
  4. 284,400 boxes remaining stored (correct answer)

Explanation: When you encounter multi-step word problems involving large numbers, break down each operation carefully and track what happens to the original amount at each stage. Start with the warehouse's original storage: 316 boxes. First, they multiply their storage by 1,000, which means: 316×1,000=316,000316 \times 1,000 = 316,000 boxes total. Next, they ship out 100 times their original amount. The original amount was 316 boxes, so they ship: 316×100=31,600316 \times 100 = 31,600 boxes. Finally, subtract what they shipped from what they had: 316,00031,600=284,400316,000 - 31,600 = 284,400 boxes remaining. Looking at the wrong answers: Choice A (284,040) likely comes from miscalculating the shipping amount as 31,960 instead of 31,600. Choice B (315,684) appears to result from subtracting only 316 boxes instead of 31,600, missing the "100 times" multiplier entirely. Choice C (314,400) suggests someone subtracted 1,600 instead of 31,600, possibly confusing the multiplication step. The correct answer is D (284,400 boxes). Strategy tip: In multi-step problems, write down what each phrase means mathematically before calculating. "100 times their original amount" means 316×100316 \times 100, not just adding 100. Always double-check that you're using the right numbers for each operation—the original amount (316) versus the current amount (316,000) serve different purposes in this problem.