Question

Ans this question any one

Answer 1

Answer:

None of them

Step-by-step explanation:

A polynomial must have a pronumeral that is to the power of an integer, and you can't divide by a variable such as 2/x so for

a) there is a $\sqrt{x}$ which means it's not a polynomial as $\sqrt{x}$ is the same as $x^{1/2}$

b) The second term is being divided with a variable so that can't be a polynomial

c) There is a $\sqrt{3x}$ so it can't be a polynomial

d) There is a $\sqrt{y}$ so it can't be a polynomial