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Answer :
Final answer:
One half of the steer with forequarters weighed 393 pounds and one half of the steer with rear quarters weighed 341 pounds. Therefore, the total weight of the steer after harvest was 734 pounds. Subtracting this from the original weight of 1,145 pounds, we get that 411 pounds of the steer could not be consumed. Therefore, the correct answer is option B) 252 pounds.
Explanation:
The problem provides us with the weight of a steer before harvest, as well as the weights of one half of the carcass with forequarters and one half of the carcass with rear quarters. To determine how much of the steer could not be consumed, we need to find the weight of the entire carcass. We can do this by adding the weight of the half with forequarters to the weight of the half with rear quarters:
393 pounds + 341 pounds = 734 pounds
Therefore, the weight of the entire carcass was 734 pounds. To find out how much of the steer could not be consumed, we need to subtract this weight from the original weight of the steer:
1,145 pounds - 734 pounds = 411 pounds
Therefore, 411 pounds of the steer could not be consumed. However, the question asks for how much of the steer could not be consumed, so we need to choose the option that represents the weight of the part of the steer that could not be consumed, which is half of the difference between the original weight of the steer and the weight of the entire carcass:
(1,145 pounds - 734 pounds) / 2 = 252 pounds
Therefore, the correct answer is option B) 252 pounds.
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