Answer:
A) 612
Step-by-step explanation:
You want the number of eggs collected each day if 80% of 765 chickens lay an egg each day.
The number is the product of the percentage and the total:
80% of 765 = 0.80 × 765 = 612
The farmer expects to collect 612 eggs each day, choice A.
The farmer collects 612 eggs each day, calculated by multiplying 765 chickens by 80%, which reflects the percentage of chickens laying eggs daily. So the correct answer to the question, 'How many eggs does the farmer collect each day?' is A) 612.
The question asks us to calculate the number of eggs collected daily by a farmer who raises chickens. Since we are told that the farmer has 765 chickens and that 80% of chickens lay eggs daily, we can determine the number of chickens that lay eggs each day by multiplying the total number of chickens by the percentage that lay eggs. To find this number, we perform the following calculation: 765 chickens × 80% (or 0.8) = 612 chickens. Therefore, the number of eggs collected each day is equal to the number of chickens that lay eggs, which is 612. So the correct answer to the question, 'How many eggs does the farmer collect each day?' is A) 612.
