Question
3 Molly's family has $3,000 set aside for an upcoming vacation. The family plans to spend 5 meals. How much does Molly's family plan to spend on meals? 1 2 of this amount on gasoline for the drive and motel rooms along the way and of the remainder on A. $600 Β. $900 C. $1,200 D. $1,500
Answers
GPT-4o mini
To solve this problem, we first need to determine how much of the $3,000 Molly's family plans to spend on meals.
### Step 1: Calculate the spending on meals
Molly's family plans to spend 5 meals. However, the total amount to spend on meals isn’t directly provided. We will need to interpret the information you have.
### Step 2: Calculate the remaining amount
Assuming the family determines how much is left for meals after accounting for gasoline and motel expenses:
1. The family plans to allocate a certain portion of the $3,000 to gasoline and motel rooms.
Assuming that they plan to spend half of the total amount ($3,000) on gasoline and motel rooms:
\[
\text{Amount for Gasoline and Motel} = \frac{1}{2} \times 3000 = 1500
\]
Now, we need to find the remaining amount after spending on gasoline and motel rooms:
\[
\text{Remaining Amount} = 3000 - 1500 = 1500
\]
### Step 3: Determine how much goes to meals
If the remaining amount of $1,500 is allocated for meals, we can conclude that the family plans to spend the entire remaining amount on meals.
Thus:
\[
\text{Total Amount for Meals} = 1500
\]
### Final Answer:
The amount Molly's family plans to spend on meals is \( \text{D. } 1,500 \).
### Step 1: Calculate the spending on meals
Molly's family plans to spend 5 meals. However, the total amount to spend on meals isn’t directly provided. We will need to interpret the information you have.
### Step 2: Calculate the remaining amount
Assuming the family determines how much is left for meals after accounting for gasoline and motel expenses:
1. The family plans to allocate a certain portion of the $3,000 to gasoline and motel rooms.
Assuming that they plan to spend half of the total amount ($3,000) on gasoline and motel rooms:
\[
\text{Amount for Gasoline and Motel} = \frac{1}{2} \times 3000 = 1500
\]
Now, we need to find the remaining amount after spending on gasoline and motel rooms:
\[
\text{Remaining Amount} = 3000 - 1500 = 1500
\]
### Step 3: Determine how much goes to meals
If the remaining amount of $1,500 is allocated for meals, we can conclude that the family plans to spend the entire remaining amount on meals.
Thus:
\[
\text{Total Amount for Meals} = 1500
\]
### Final Answer:
The amount Molly's family plans to spend on meals is \( \text{D. } 1,500 \).