Question
An electronics store has marked the price of a certain game at 230% of their cost. If their cost is $15.00, how much does the game sell for?
$49.50
$34.50
$6.50
$19.50
$49.50
$34.50
$6.50
$19.50
Answers
GPT-4o mini
To find the selling price of the game, we first need to calculate the price that is 230% of the cost.
1. **Determine the cost of the game**:
The cost is given as $15.00.
2. **Calculate 230% of the cost**:
To find 230% of $15.00, you can convert the percentage to a decimal and then multiply:
\[
230\% = \frac{230}{100} = 2.30
\]
Now, multiply this by the cost:
\[
\text{Selling Price} = 2.30 \times 15.00
\]
3. **Perform the multiplication**:
\[
2.30 \times 15.00 = 34.50
\]
Thus, the game sells for **$34.50**.
So the answer is **$34.50**.
1. **Determine the cost of the game**:
The cost is given as $15.00.
2. **Calculate 230% of the cost**:
To find 230% of $15.00, you can convert the percentage to a decimal and then multiply:
\[
230\% = \frac{230}{100} = 2.30
\]
Now, multiply this by the cost:
\[
\text{Selling Price} = 2.30 \times 15.00
\]
3. **Perform the multiplication**:
\[
2.30 \times 15.00 = 34.50
\]
Thus, the game sells for **$34.50**.
So the answer is **$34.50**.