Choose the expression which represents the following sentence:$$5 less than $$6x, multiplied by $$9, all divided by $$

To represent the sentence "5 less than 6x, multiplied by 9, all divided by $$", we can break it down as follows:

1. Identify Key Components:

   • "5 less than 6x": This means we subtract 5 from 6x, which gives us $6x - 5$.
   • "multiplied by 9": This means we take the previous result and multiply it by 9.
   • "all divided by $$": This indicates that the entire expression is to be divided by some value, which we will represent as $y$ (assuming $$ represents a placeholder for $y$).

2. Construct the Expression: Based on the breakdown:

   • Start with $6x - 5$
   • Then multiply by 9: $9(6x - 5)$
   • Finally, divide by $y$: $\frac{9(6x - 5)}{y}$

Final Answer

The expression that represents "5 less than 6x, multiplied by 9, all divided by $$" is: $\frac{9(6x - 5)}{y}$