If $\text{A}=\left \{6^{2n} – 35n – 1: n=1,2,3 \dots \right \}$ and $\text{B}= \left \{35\left (n – 1 \right ) : n=1,2,3\dots \right \}$ then which of the following is true?
- Neither every member of $\text{A}$ is in $\text{B}$ nor every member of $\text{B}$ is in $\text{A}$
- Every member of $\text{A}$ is in $\text{B}$ and at least one member of $\text{B}$ is not in $\text{A}$
- Every member of $\text{B}$ is in $\text{A}$
- At least one member of $\text{A}$ is not in $\text{B}$