Are ALL your ducks in a row?
602749
Who ever came up with that saying is an idiot, If they are in a row they can be taken aout with one shot. I like setting a few decoys out for dummies to shoot at so I always have a few ducks left at the end of the day.
216800
duck walk to the nearest roll
921331
First, find your final value.  This is what your expression equals.  \n\nSo, you can see that the problem states that there are 17 ducks left.  Good start.  We can begin with:\n??? = 17\n\nNow, we tackle each part of the problem.  We see that we started with 28 ducks.  After that, 16 ducks fly in, so we need to incorporate 28 + 16.  So now we have:\n28 + 16 ??? = 17\n\nNow, we need to see what is being asked.  It is being asked how many ducks left.  Since ducks flying in would be addition, then ducks flying out would be subtraction.  We are being asked how many ducks flew out, so this is our unknown (we'll call it x).  Now we can write it as:\n28 + 16 - x = 17\n\nTo find the answer, you solve for x by getting it by itself on the equal sign.  Add 28 and 16 to get 44:\n44 - x = 17\n\nAdd x to each side and subtract 17 from each side:\n44 - 17 - x + x = 17 - 17 + x\n27 = x\n\nSo, 27 ducks flew out.\n\nNote that I added x to both sides above.  This is normally unnecessary, but I didn't know how far along you were.  For future reference, you may want to consider this step:\n44 - x = 17\n\nSubtract 44 from each side:\n44 - 44 - x = 17 - 44\n-x = -27\n\nMultiply each side by -1:\n(-x)(-1) = (-27)(-1)\nx = 27
769896
Seven wrong answers so far.  Apply a method similar to that described by Inquirer (the 7th answer) to find all 48 times this happens every day.\n\nThe other correct answer is 'none', since my digital clock doesn't have hands.
579269
Check the three or four other times you've asked this identical question for your answer.
1141444
The mighty ducks of anahiem.  Yes, nothing strikes fear in the hearts of men women and children quite like the sound of a stupid duck quacking on a frozen sheet of ice!  DUCKS!!!!!
997621
Stop yourself right beforehand 5 or 6 times then when you finally do, DUCK!
749497
No, it's not true.  The echo is difficult to detect, however, because ducks usually quack twice or more in quick succession, so it's hard to tell the difference between the quack and the echo.
661155
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 Either One!
95901
DUCK....and quick!!!!! Never look up when you hear four, always duck!
563037
If it walks like a duck, talks like a duck, it must be a duck!
392635
That is a very tricky question indeed.  But I believe I have your answer.\n\nFirst, I will answer B.  Tulaga's theorem of ducks is that for each meter from a pond with ducks, an individual could expect 2 ducks plus 1 duck for each km/hr they are travelling at.  In other words Number of Ducks Following = (2 ducks x 5 meters away) + (1 duck x 6 km/hr) = 16 ducks.\n\nSecondly, everyone in the park plus the one duck left in the pond is laughing at Peggy.  Therefore, the answer to A is 100%.
511769
Here they all are. Count em yourself.
721833
How many times are you going to ask the same question?
760096
all of them at the same time
818577
Ho's of a feather, flock together  LOL
772800
Perhaps you're a chicken?