Final answer:
The greatest possible number of chocolate rabbits that can be made from sixteen chocolate bars is 26, calculating based on the given ratio and rounding down since partial rabbits cannot be made.
Step-by-step explanation:
We are asked to find the greatest possible number of chocolate rabbits that can be made from sixteen chocolate bars, knowing that three chocolate bars can make at most five rabbits, potentially leaving some chocolate leftover. To solve this question, we will use a proportion based on the initial given information. If three bars can make up to five rabbits, then we can find out how many rabbits can be made with sixteen bars by setting up a ratio and solving for the unknown number of rabbits (x).
From the initial info, the ratio is:
3 bars / 5 rabbits = 16 bars / x rabbits
Now let's solve for x:
(5 rabbits / 3 bars) * 16 bars = x rabbits
(5/3) * 16 = x
(5 * 16) / 3 = x
80 / 3 = x
x ≈ 26.67
Since we can't have a fraction of a rabbit, we round down to the nearest whole number, which is 26. Therefore, the greatest possible number of chocolate rabbits that can be made from sixteen chocolate bars is 26, possibly leaving some chocolate leftover.