A note on newly introduced arithmetic functions φ+ and σ+

In a recent paper [7], the authors introduced new arithmetic functions $\varphi^+$, $\sigma^+$ related to the classical functions $\varphi$, and $\sigma$, respectively. In this note, we study the behavior of $$\sum_{\substack{n\leq x\\ \omega(n)=2}}(\varphi^{+}-\varphi)(n),~~~\text{and}~~\sum_{\substack{n\leq x\\ \omega(n)=2}}(\sigma^{+}-\sigma)(n),$$ for any real number $x\geq 6$.