Final answer:
Kayla's friends will get 3 apples.
Step-by-step explanation:
In this scenario, Kayla has a total of 8 apples and she wants to give 3/4 of them to her friends. This means that she wants to distribute 3 apples out of every 4 apples she has. To find out the number of apples her friends will get, we can use the concept of ratio and proportion.
First, we need to represent the given information in fraction form. Since Kayla wants to give 3/4 of her apples, we can write it as 3/4 = x/8, where x represents the number of apples her friends will get. Now, we can cross multiply to find the value of x.
(3/4) * 8 = x
24/4 = x
x = 6
This means that Kayla's friends will get a total of 6 apples. However, the question asks for the number of apples each friend will get. To find this, we need to divide the total number of apples (6) by the number of friends.
Let's say Kayla has 3 friends. This means that each friend will get 6/3 = 2 apples. Therefore, the final answer is that each of Kayla's friends will get 2 apples.
Explanation: In the first part of the explanation, we used the concept of ratio and proportion to find the total number of apples Kayla's friends will get. In the given scenario, Kayla has 8 apples and she wants to give 3/4 of them to her friends. This can be represented as 3/4 = x/8, where x represents the number of apples her friends will get. By cross multiplying, we find that x = 24/4 = 6. This means that her friends will get a total of 6 apples.
In the second part of the explanation, we divided the total number of apples (6) by the number of friends to find out how many apples each friend will get. This step is important because it ensures that each friend gets an equal share of the apples. In this scenario, we assumed that Kayla has 3 friends, but this method can be used for any number of friends.
Overall, the answer to the question 'How many apples will her friends get?' is 3 apples. This answer is obtained by using the concept of ratio and proportion and dividing the total number of apples by the number of friends. It is important to divide equally among friends to ensure fairness and equality.