Anita, Byron, Carlos, And Dominique Buy A Gift For Their Grandmother. They Split The Cost Equally, And Each Pays $ 14.62 \$14.62 $14.62 . Which Equation Represents D D D , The Cost Of The Gift In Dollars?A. 14.62 = D 4 14.62 = \frac{d}{4} 14.62 = 4 D B. $14.62

Mar 12, 2025 by ADMIN 263 views

Anita, Byron, Carlos, and Dominique's Gift for Their Grandmother: A Mathematical Representation

In this article, we will explore a mathematical problem involving four friends, Anita, Byron, Carlos, and Dominique, who decide to buy a gift for their grandmother. They split the cost of the gift equally and each pays $\$14.62$ . Our goal is to determine the equation that represents the cost of the gift, denoted as $d$ , in dollars.

Let's break down the problem step by step. We know that the four friends, Anita, Byron, Carlos, and Dominique, are buying a gift for their grandmother. They decide to split the cost of the gift equally, which means each of them will pay the same amount. We are given that each of them pays $\$14.62$ . Our task is to find the equation that represents the cost of the gift, denoted as $d$ , in dollars.

To represent the cost of the gift, we need to consider the number of people splitting the cost and the amount each person pays. In this case, there are four friends, and each of them pays $\$14.62$ . We can use the concept of division to represent the cost of the gift. Since the cost is split equally among the four friends, we can divide the total cost by 4 to find the cost of the gift.

Now, let's represent the cost of the gift using an equation. We know that the cost of the gift is denoted as $d$ , and each of the four friends pays $\$14.62$ . We can write the equation as:

14.62 = \frac{d}{4}

This equation states that the cost of the gift ( $d$ ) divided by 4 equals $\$14.62$ . To find the cost of the gift, we can multiply both sides of the equation by 4.

To solve for the cost of the gift, we can multiply both sides of the equation by 4:

4 \times 14.62 = d

This simplifies to:

58.48 = d

Therefore, the cost of the gift is $\$58.48$ .

In this article, we explored a mathematical problem involving four friends, Anita, Byron, Carlos, and Dominique, who decide to buy a gift for their grandmother. They split the cost of the gift equally and each pays $\$14.62$ . We determined the equation that represents the cost of the gift, denoted as $d$ , in dollars. The equation is:

14.62 = \frac{d}{4}

We solved for the cost of the gift by multiplying both sides of the equation by 4, which resulted in:

58.48 = d

Therefore, the cost of the gift is $\$58.48$ .

The correct equation that represents the cost of the gift, denoted as $d$ , in dollars is:

14.62 = \frac{d}{4}

This equation accurately represents the cost of the gift, and solving for $d$ results in a cost of $\$58.48$ .
Frequently Asked Questions: Anita, Byron, Carlos, and Dominique's Gift for Their Grandmother

In our previous article, we explored a mathematical problem involving four friends, Anita, Byron, Carlos, and Dominique, who decide to buy a gift for their grandmother. They split the cost of the gift equally and each pays $\$14.62$ . We determined the equation that represents the cost of the gift, denoted as $d$ , in dollars. In this article, we will answer some frequently asked questions related to this problem.

Q: What is the equation that represents the cost of the gift? A: The equation that represents the cost of the gift is:

14.62 = \frac{d}{4}

Q: How do we solve for the cost of the gift? A: To solve for the cost of the gift, we can multiply both sides of the equation by 4:

4 \times 14.62 = d

This simplifies to:

58.48 = d

Q: What is the cost of the gift? A: The cost of the gift is $\$58.48$ .

Q: How many people are splitting the cost of the gift? A: There are four friends, Anita, Byron, Carlos, and Dominique, who are splitting the cost of the gift equally.

Q: What is the amount each person pays? A: Each of the four friends pays $\$14.62$ .

Q: Can we represent the cost of the gift using a different equation? A: Yes, we can represent the cost of the gift using a different equation. For example, we can write the equation as:

d = 4 \times 14.62

This equation also represents the cost of the gift, and solving for $d$ results in a cost of $\$58.48$ .

Q: What is the relationship between the number of people splitting the cost and the amount each person pays? A: The number of people splitting the cost and the amount each person pays are inversely proportional. This means that as the number of people increases, the amount each person pays decreases, and vice versa.

In this article, we answered some frequently asked questions related to the mathematical problem involving four friends, Anita, Byron, Carlos, and Dominique, who decide to buy a gift for their grandmother. We provided the equation that represents the cost of the gift, solved for the cost of the gift, and answered questions related to the number of people splitting the cost and the amount each person pays.

If you have any further questions or would like to learn more about this topic, please refer to the following resources:

Q: What is the equation that represents the cost of the gift? A: $14.62 = \frac{d}{4}$
Q: How do we solve for the cost of the gift? A: Multiply both sides of the equation by 4.
Q: What is the cost of the gift? A: $\$58.48$
Q: How many people are splitting the cost of the gift? A: 4
Q: What is the amount each person pays? A: $\$14.62$
Q: Can we represent the cost of the gift using a different equation? A: Yes
Q: What is the relationship between the number of people splitting the cost and the amount each person pays? A: Inversely proportional