The Bar chart given below shows the percentage of six different types of cars manufactured by a company over two years.
If the percentage production of $\text{P}$ type cars in $2001$ was the same as that in $2000$, then what would be the number of $\text{P}$ type cars produced in $2001$?

Let's analyze the given component bar chart for type $\text{P}$ cars:
* In the year $2000$, the block for $\text{P}$ starts from $0\%$ and goes up to $30\%$. Therefore, the percentage production of $\text{P}$ type cars in $2000=30\%$.
* According to the question, the percentage production of $\text{P}$ type cars in $2001$ is assumed to be the same as in $2000$, which is $30\%$.

Given that the total number of cars produced in $2001$ is $440000$.

Now, calculate the number of $\text{P}$ type cars produced in $2001$:

$$\text{Number of P type cars}=30\%\text{ of }440000$$

$$\text{Number of P type cars}=\frac{30}{100}\times 440000=3\times 44000=132000$$

Thus, the required number of cars is $132000$.