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Think about it logically. A brick balances with 3/4 of a brick plus 1/4 of a brick, so 3/4 lb. must be 1/4 of a brick. Thus, a brick must weigh 3 lbs.

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Q: If a brick balances evenly with three-quarters of a pound and three-quarters of a brick then what is the weight of the whole brick?
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Related questions

How do you do the math for a brick that balances with three quarters of a brick and three quarters of a pound?

1 brink = (¾+¼) brick = ¾ brick + ¼ brick If 1 brick balances ¾ brick + ¾ lb then: 1 brick = ¾ brick + ¼ brick = ¾ brick + ¾ lb → ¼ brick = ¾ lb (subtracting ¾ brick from both sides) → 1 brick = 3 lb (multiplying both sides by 4).


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