Given p: $\backslash \{0,1\backslash \}^3\backslash$rightarrow$\backslash \{0,1\backslash \}^3$ and t: $\backslash \{0,1\backslash \}^3\backslash$rightarrow$\backslash \{0,1\backslash \}^3$ such that p replaces the first bit of its input with a $1$ and t reverses the bits in its input, evaluate $($p$\backslash$circ t$)(010)$ and $($t$\backslash$circ p$)(010).$