Question 1007002
See first, difference of squares:  (8-x^3)(8+x^3)


and there is a formula for sum and for difference of cubes.  You could figure out the formulas yourself picking divisors of 2-x and 2+x and see what happens, or you can look for the formulas in some written source, like https://en.wikipedia.org/wiki/Factorization#Sum.2Fdifference_of_two_cubes


Yours is {{{(2-x)(2^2+2x+x^2)(2+x)(2^2-2x+x^2)}}}.


I only explained the factorization and used a couple of formulas to do the factorization.


Pick the choice that matches!
You might need to make use of a couple of number properties... do so and pick the choice item which matches.