Question 11 Mia wants to earn $$ \$ 2,500 $$ in her job at a bicycle store. She is paid $$ \$ 55 $$ for each bicycle she tunes up. The minimum number of bicycles Mia needs to tune up to reach her goal of $$ \$ 2,500 $$ is The solution is

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To determine the **minimum number of bicycles Mia needs to tune up** to earn **\$2,500**, we'll set up and solve an equation based on her earnings per bicycle.

### Step 1: Understand the Problem
- **Goal:** Earn \$2,500
- **Earnings per bicycle:** \$55

### Step 2: Set Up the Equation
Let:
- $$ x $$ = the number of bicycles Mia needs to tune up

The total earnings can be represented as:
$$
55x = 2,500
$$

### Step 3: Solve for $$ x $$
To find $$ x $$, divide both sides of the equation by 55:
$$
x = \frac{2,500}{55}
$$

$$
x \approx 45.4545
$$

### Step 4: Determine the Minimum Whole Number
Since Mia can't tune up a fraction of a bicycle, we round **up** to the next whole number to ensure she meets or exceeds her goal.

$$
x = 46
$$

### **Conclusion**
Mia needs to tune up **46 bicycles** to earn at least **\$2,500**.

### **Verification**
Calculate the total earnings for 46 bicycles:
$$
55 \times 46 = 2,530
$$

$$
2,530 \geq 2,500
$$

Thus, tuning up **46 bicycles** ensures Mia meets her earnings goal.
Mia needs to tune up **46 bicycles** to earn at least **\$2,500**.

Question 11
Mia wants to earn in her job at a bicycle store. She is paid for each
bicycle she tunes up.
The minimum number of bicycles Mia needs to tune up to reach her goal of
is
The solution is

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Question 11 Mia wants to earn in her job at a bicycle store. She is paid for each bicycle she tunes up. The minimum number of bicycles Mia needs to tune up to reach her goal of is The solution is