There are infinitely many polynomial functions that generate those 4 terms, so what two numbers would you like to be the next two and I'll generate a polynomial function to create those 4 plus the two you want.
However, the simplest relation between the terms is a Geometric Progression with a constant difference of 2² = 4, making the next two numbers 128 × 4 = 512, 512 × 4 = 2048.
The nth term of this sequence is given by: u(n) = 2^(2n-1) {for n ≥ 1}.
GCF of numbers 96 128 and 160 is 32.
It is: 128 by doubling the numbers each time
1 & 512, 2 & 256, 4 & 128, 8 & 64, 16 & 32
32 64 128 256 512 1024 2048 4096 8192 16384 The numbers are being doubled: 2X2=4 4X2=8 8X2=16 16X2=32 ...etc.
The next two numbers in the sequence are... 45 & 54.
128-256
GCF of numbers 96 128 and 160 is 32.
They are 1/2 the previous term and so the next term will be -32
Factors of 128 in pairs: 1 x 128, 2 x 64, 4 x 32, 8 x 16.
It is: 128 by doubling the numbers each time
1 x 128, 2 x 64, 4 x 32, 8 x 16.
1 x 128, 2 x 64, 4 x 32, 8 x 16
1 & 512, 2 & 256, 4 & 128, 8 & 64, 16 & 32
Divided by 4. 2, 1/2 are next.
32, 64, 96, 128, 160
The common difference between the numbers is 32. Therefore, the next two numbers after 98 will be 98 + 32 = 130 and 130 + 32 = 162.
1, 2, 4, 8, 16, 32, 64, 128.