Answer:
To model the situation with an equation, we can let "x" represent the number of 5/16 pound bags Romeo divided the fudge into.
Given that Romeo had 3/4 pound of fudge left, the equation would be:
(3/4) = (5/16)x
To solve for "x," we can multiply both sides of the equation by the reciprocal of 5/16, which is 16/5:
(3/4) * (16/5) = (5/16)x * (16/5)
After simplifying, we get:
12/20 = x
Simplifying further, we have:
3/5 = x
Interpreting the quotient, we can conclude that Romeo divided the remaining fudge into 3/5 pound bags or approximately 0.6 pound bags.