Can you help me find an algebraic rule for this?:

2 3 5 x 20
20 29 47 83 y

and x i got 9
and y i got 158

To find the algebraic rule for this sequence, we need to examine the pattern between the given numbers.

If we look at the first row: 2, 3, 5, x, 20
We can see that each number is obtained by adding the previous number to a constant value. Let's call this constant "c". So the pattern here is:
3 = 2 + c
5 = 3 + c
x = 5 + c
20 = x + c

Similarly, looking at the second row: 20, 29, 47, 83, y
We can apply the same pattern to this row as well:
29 = 20 + c
47 = 29 + c
83 = 47 + c
y = 83 + c

Now, we can solve these sets of equations simultaneously to find the value of "c" and the missing variables "x" and "y".

From the first set of equations:
3 = 2 + c
5 = 3 + c
Subtracting the first equation from the second equation, we get:
5 - 3 = (3 + c) - (2 + c)
2 = 1
This is not possible. Hence, there seems to be an inconsistency or mistake in your given values.

Please double-check your values and reattempt the problem.