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Answer :
Final answer:
The weight of Jacob Wilson, according to the given algebraic equation (2x - 56 = y), is 112 pounds. This is because doubling his weight and subtracting 56 yields his original weight.
Explanation:
The question is a simple one involving algebra. We are told that two times the weight of the suspect, less 56 pounds, equals the weight of Jacob. This can be expressed mathematically as 2x - 56 = y, where x is the weight of the suspect and y is the weight of Jacob Wilson. In order for this equation to be true, Jacob's weight would have to be the amount that, when multiplied by 2 and then subtracted by 56, becomes 0. Consequently, the answer is 112 pounds (Option D) because if you double it, you will get 224 pounds, and when you subtract 56 from 224, you will get his weight: 112 pounds.
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