Notice all even powers of x will cancel with those in the numerator except \(x^{16},x^{18},x^{20}\)
All odd power in the numerator will stay the same tho.
Notice \(x^{16}\) will cancel \(x^9,x^7\)
\(x^{20}\) will cancel \(x^{15},x^5\)
\(x^{18}\) will cancel \(x^{13},x,x^{3}\) also will remove 1 power of \(x^{11}\) this becomes \(x^{10}\)
Now if x=2, \(2^{10}=1024\)
The usual way to solve it is to find terms that cancel.