What is the car factory stash code in Alan Wake 2

Welcome to our friendly guide on how to solve the car factory stash code in Alan Wake 2. In this blog, we will walk you through the step-by-step process to uncover the hidden treasures within Bright Falls' car factory. Get ready to put your math skills to the test!

The car factory stash code challenge in Alan Wake 2 presents players with a mathematical puzzle. The goal is to determine the number of cars and bikes in the car factory based on the given information. The information given is that there are a total of 754 wheels in the factory and 200 vehicles in total. It is important to note that cars have four wheels while bikes have two.

One approach to solving this challenge is by using a trial-and-error method. To illustrate this, let's consider an example scenario where we guess that there are 100 vehicles in the car factory. Assuming each vehicle is a car, we would have a total of 400 wheels (100 vehicles * 4 wheels per car). However, this falls short of the total 754 wheels mentioned in the given information. By subtracting 400 wheels from 754, we realize there are still 354 wheels unaccounted for. This indicates that our initial guess of 100 vehicles being all cars is incorrect.

For those who prefer a more calculated approach, constructing a math problem can help determine the number of cars in the car factory. Let's assume there are "C" cars and "B" bikes in the factory. Since there are 754 total wheels, the total number of wheels can be represented as: 4C + 2B = 754.

Simplifying the equation, we have 2C + B = 377. This equation tells us that the sum of twice the number of cars and the number of bikes should be equal to 377. By solving this equation, we can find the values of C and B.

To find a more accurate guess, we can use the equation mentioned in the previous section. Considering that cars have four wheels and bikes have two, let's assume there are 180 cars and 20 bikes in the car factory. Plugging these values into the equation, we have 2(180) + 20 = 400 + 20 = 420. This falls short of the total 754 wheels mentioned in the given information.

Hence, there is still a difference of six wheels between this guess and the given information. We need to refine our guess further.

To fine-tune our guess, we can adjust the number of cars by three fewer than previously guessed. Let's assume there are now 177 cars and still 20 bikes in the car factory. Plugging these values into the equation, we have 2(177) + 20 = 354 + 20 = 374. Adding the four wheels per car and two wheels per bike, we have 374 + (4 * 177) + (2 * 20) = 374 + 708 + 40 = 1122 wheels. This is more than the total 754 wheels mentioned in the given information.

By reducing the number of cars by three, we find that 177 cars and 20 bikes in the car factory result in 754 wheels. Therefore, inputting "177" into the lock will open up the stash case.