Binomial theorem

The expansion coefficients of each power of the general binomial $(a+b)$ can be written as follows:

$$\text{1}$$$$\text{1 1}$$$$\text{1 2 1}$$$$\text{1 3 3 1}$$$$\text{1 4 6 4 1}$$$$...$$This is called Pascal's triangle. The first row corresponds to the power $n=0$, the second row $n=1$, and so on.

What is the row that corresponds to $n=8$? Write the numbers, separating them with single spaces.