Final answer:
The question asked the greatest number of individual eggs that can be bought for $50 if eggs are sold by the dozen at $3.29 per dozen. By dividing the total amount by the cost per dozen and then multiplying by 12, we find that the greatest number of eggs that can be bought without exceeding $50 is 144.
Step-by-step explanation:
The subject of this question is mathematics as it involves calculation to determine the greatest number of individual eggs one can buy with a given amount of money. To calculate this, we must first determine how many dozens of eggs can be bought for $50 when a dozen costs $3.29. This can be done by dividing the total amount of money by the cost per dozen:
Number of dozens = $50 ÷ $3.29
We ignore any remainder since one can't purchase a fraction of a dozen in this scenario. We then multiply the number of dozens by 12 to find the total number of eggs:
Total number of eggs = Number of dozens × 12
Finally, we compare the calculated number to the given options to find the greatest number of individual eggs one can purchase for $50. The answer is option A, which is 144 eggs, as this is the greatest number you can reach without exceeding $50.