The correct option is C 3
4y+7+x52yx12+2x2
At first attempt, we see that exponents are in fractions but we need to simplify to check if it is polynomial or not.
When we simplify, we get
4y+7+x52yx12+2x2
=4y+7+x5−12y+2x2
=4y+7+x2y+2x2.
Here degree of polynomial is 3 which is obtained from 3rd term of the expression 4y+7+x2y+2x2.