We want to factor out the coefficient of the variable term — 110. Let's rewrite each term as a product of 110 and some other factor. To do so, note that 710 is 7 times 110 because 0.7 is 7 times 0.1.
1{\dfrac{1}{10}k &= {\color{#FD9000}{\dfrac{1}{10}}} \cdot k \\[0.5em]
\dfrac{7}{10} &= {\color{#FD9000}{\dfrac{1}{10}}} \cdot 7 }
Now we can use the Distributive Property to factor the expression. Let's go!