A man has $32 and decides to plant a garden. He cannot stand the thought of spending all of his money on any single day, so each day he goes to the store and spends half of his money on tomato plants. When he no longer has enough money to buy additional plants, how much money will he have left?

hard to say. How much does a plant cost?

If plants cost $1, then
32-16-8-4-2-1 = 1

If they cost 50 cents, then
32-16-8-4-2-1-.50 = .50

If they cost 1 cent each, and he spends at least half the money, rounding up, then
32-16-8-4-2-1-.50-.25-.13-.06-.03-.02-.01 = 0

To find out how much money the man will have left after buying tomato plants each day, we need to determine the number of days he can continue buying plants.

Since the man spends half of his money on tomato plants each day, and he starts with $32, we can create the following sequence of his remaining money after each day:
Day 1: $32 - ($32 / 2)
Day 2: Day 1's amount - (Day 1's amount / 2)
Day 3: Day 2's amount - (Day 2's amount / 2)
Day 4: Day 3's amount - (Day 3's amount / 2)
...
And so on.

Let's calculate Day 1:
$32 - ($32 / 2) = $16

Now, let's calculate Day 2:
$16 - ($16 / 2) = $8

Continuing this pattern, eventually, the man's remaining money will be too small to buy any additional tomato plants. At that point, he stops spending money.

It is important to note that the problem does not specify whether he spends the entire amount left each day, or if he only spends half of it. Assuming he spends half each day, the sequence of remaining money would be:
Day 1: $16
Day 2: $8
Day 3: $4
Day 4: $2
Day 5: $1
Day 6: $0.5
Day 7: $0.25
Day 8: $0.125
And so on.

So, the man will have $0.125 left (or 12.5 cents) when he no longer has enough money to buy additional tomato plants.