An online music club has a one-time registration fee of $13.95 and charge $0.49 to buy each strong. If Emma has $50.00 to join the club and buys songs, what is the maximum number of songs she can buys?

Options

A. `73`
B. `74`
C. `130`
D. `131`

Answer

To find out the maximum number of songs Emma can buy after paying the registration fee, we can break down the problem into clear steps.

### Step 1: Calculate the remaining money after the registration fee
Emma starts with a total of $50.00 and pays a one-time registration fee of $13.95.

**Calculation:**
Remaining money = Total money - Registration fee
Remaining money = $50.00 - $13.95
Remaining money = $36.05

### Step 2: Determine the cost per song
Each song costs $0.49.

### Step 3: Calculate the maximum number of songs Emma can buy
To find out how many songs Emma can buy with her remaining money, we divide the remaining money by the cost of each song.

**Calculation:**
Number of songs = Remaining money / Cost per song
Number of songs = $36.05 / $0.49
Number of songs ≈ 73.57

Since Emma cannot buy a fraction of a song, we round down to the nearest whole number.

**Final Answer:**
Maximum number of songs Emma can buy = 73

### Summary of Steps:
1. Subtract the registration fee from the total amount to find the remaining money.
2. Divide the remaining money by the cost of each song to find the maximum number of songs Emma can buy.
3. Round down to the nearest whole number if necessary.

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