Final Answer:
The car, initially 20.5 meters away from the diner, drove past it and continued its journey. To determine the final distance from the diner after it drove another unspecified distance, we would need additional information regarding the distance covered beyond the initial point.
Step-by-step explanation:
Initially, the car was at a distance r = 20.5 meters from the diner. However, to calculate the final distance from the diner after driving further, we need to know the additional distance the car traveled. Let's denote the extra distance the car covered as Δx (Delta x).
The initial distance between the car and the diner can be represented as r = 20.5 meters.
To find the final distance, we'll use the formula for the distance traveled: Total distance = Initial distance + Additional distance.
Therefore, the final distance from the diner = 20.5 meters + Δx.
Without the value of Δx or any specific distance the car has traveled beyond the initial point, we cannot determine the final distance accurately. The problem requires more information to calculate the updated distance from the diner.
It's important to note that the problem statement lacks the specific additional distance (Δx) traveled by the car beyond the initial point. Without this crucial information, a precise calculation or determination of the final distance from the diner is not feasible.