(1) Jenny and Oscar drove from their college to their hometown. The total distance was 194.6 miles. Jenny drove 86.25 miles, and Oscar drove the rest of the way. Write an equation, and then find the distance that Oscar drove. 144.6 miles $$ 86.26 \mathrm{miks} $$

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Let's solve the problem step by step.

**Problem Statement:**
- **Total distance:** 194.6 miles
- **Distance driven by Jenny:** 86.25 miles
- **Distance driven by Oscar:** ?

**Objective:**
Write an equation to find the distance Oscar drove and calculate its value.

### Step 1: Set Up the Equation

The total distance driven by Jenny and Oscar together is the sum of the distances each of them drove. So, we can write the equation as:

$$
\text{Jenny's distance} + \text{Oscar's distance} = \text{Total distance}
$$

Plugging in the known values:

$$
86.25\ \text{miles} + O = 194.6\ \text{miles}
$$

Where $$ O $$ represents the distance Oscar drove.

### Step 2: Solve for $$ O $$

To find $$ O $$, subtract Jenny's distance from the total distance:

$$
O = 194.6\ \text{miles} - 86.25\ \text{miles}
$$

$$
O = 108.35\ \text{miles}
$$

### **Conclusion**

Oscar drove **108.35 miles**.

> **Note:** It seems there was a typographical error in your calculation stating that Oscar drove 144.6 miles. Based on the given numbers:
> $$
> 86.25\ \text{miles (Jenny)} + 108.35\ \text{miles (Oscar)} = 194.6\ \text{miles (Total)}
> $$
> This ensures that the total distance remains consistent.
Oscar drove 108.35 miles.

(1) Jenny and Oscar drove from their college to their hometown. The total distance was 194.6 miles. Jenny drove 86.25 miles, and Oscar drove the rest of the way. Write an equation, and then find the distance that Oscar drove. 144.6 miles \[ 86.26 \mathrm{miks} \]

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