, 2025

Of the $85$ people who ordered fudge, $32$ also ordered sprinkles, and so $85-32=53$ people ordered fudge without
sprinkles.

Of the $60$ people who ordered
sprinkles, $32$ also ordered fudge,
and so $60-32=28$ people ordered
sprinkles without fudge.

Therefore, $53$ people ordered fudge
only, $28$ ordered sprinkles only,
and $32$ ordered both fudge and
sprinkles.

Of the $200$ people who bought ice
cream, the number of people who ordered neither fudge nor sprinkles was
$200-53-28-32=87$.

We can represent the given information in a Venn diagram, as shown
below.