Assuming that the treasury has a total of 30 bills with values of 10 and 20 dollars and that the total value is 430. We have:

Where x is the number of 10 dollar bills and y is the number of 20 dollar bills. We can multiply the first equation by -10 and then add the two equations to solve for y.

We can replace "y" with 13 on the first equation to determine the value of "x".

The total of 10 dollar bills is 17, while the total of 20 dollar bills is 13.