Form 8694: Fill & Download for Free

If you have Shares in Common Stock:Schedule D- Summary Of Capital Gains Flowing from Forms 8949 (6x8949)Forms 8949 - Discloses all Capital Gains Transactions which you will include from the for 1099-B and Realized Gain and Loss Statements sent to you by February 1st containing all your Capital Transaction. They require denoting whether the cost basis was reported to the IRS, The Sales Price was reported to the IRS, or whether were reported to the IRS, and there are Short Term and Long Term forms 8949 as well)Schedule D compiles the information also found on form 4797 if you have a Home business and have sold Section 1231 Assets, 1245 Assets and 1251 Assets)Form 8694 which is used to calculate if you are above the threshold for filing Net Investment Income (Obamacare tax).Schedule D also compiles Capital Gains flowing from Schedule K-1 Lines 8, 9A, 9B, &9C, plus Box 10 if you have partnership

If we have a four digit number, we have four slots in which we can put numbers into. I will call these slots:a b c dWe have the numbers 1, 3, 4, 6, 8 and 9 to choose from. All of these numbers are unique, so if we randomly insert the numbers into the slots, we will not have to worry about repetition.We could put any of the numbers into slot a. We have 6 numbers to choose from. So this means from the first slot, we have 6 possible combinations.Now we move to slot b. We have already used one of the numbers, so we have 5 numbers to choose from. Remember how we had 6 combinations earlier? We have 5 combinations in the second slot for each combination in the first slot. This amounts to a total of 6 [math]\times[/math] 5 which is 30 combinations.Now to slot c. We have used two numbers, meaning we have 4 left. For each of the 30 combinations left, we have 4 extra combinations. This gives us 30 [math]\times[/math] 4 which is 120.For slot d, we have 3 numbers remaining. This gives us a grand total of 120 [math]\times[/math] 3 which is 360 combinations.Just in case you aren’t going to believe me, here is a list of every possible combination (from Combination Generator - Text Mechanic™):1346, 1348, 1349, 1364, 1368, 1369, 1384, 1386, 1389, 1394, 1396, 1398, 1439, 1436, 1438, 1469, 1463, 1468, 1489, 1483, 1486, 1498, 1493, 1496, 1638, 1639, 1634, 1648, 1649, 1643, 1684, 1689, 1683, 1694, 1698, 1693, 1834, 1836, 1839, 1843, 1846, 1849, 1863, 1864, 1869, 1893, 1894, 1896, 1938, 1934, 1936, 1948, 1943, 1946, 1968, 1963, 1964, 1986, 1983, 1984, 3196, 3198, 3194, 3146, 3148, 3149, 3164, 3168, 3169, 3184, 3186, 3189, 3491, 3496, 3498, 3419, 3416, 3418, 3469, 3461, 3468, 3489, 3481, 3486, 3698, 3691, 3694, 3618, 3619, 3614, 3648, 3649, 3641, 3684, 3689, 3681, 3894, 3896, 3891, 3814, 3816, 3819, 3841, 3846, 3849, 3861, 3864, 3869, 3981, 3984, 3986, 3918, 3914, 3916, 3948, 3941, 3946, 3968, 3961, 3964, 4186, 4189, 4183, 4196, 4198, 4193, 4136, 4138, 4139, 4163, 4168, 4169, 4381, 4386, 4389, 4391, 4396, 4398, 4319, 4316, 4318, 4369, 4361, 4368, 4689, 4681, 4683, 4698, 4691, 4693, 4618, 4619, 4613, 4638, 4639, 4631, 4863, 4869, 4861, 4893, 4896, 4891, 4813, 4816, 4819, 4831, 4836, 4839, 4961, 4963, 4968, 4981, 4983, 4986, 4918, 4913, 4916, 4938, 4931, 4936, 6148, 6149, 6143, 6184, 6189, 6183, 6194, 6198, 6193, 6134, 6138, 6139, 6341, 6348, 6349, 6381, 6384, 6389, 6391, 6394, 6398, 6319, 6314, 6318, 6439, 6431, 6438, 6489, 6481, 6483, 6498, 6491, 6493, 6418, 6419, 6413, 6834, 6839, 6831, 6843, 6849, 6841, 6893, 6894, 6891, 6813, 6814, 6819, 6931, 6934, 6938, 6941, 6943, 6948, 6981, 6983, 6984, 6918, 6913, 6914, 8136, 8139, 8134, 8146, 8149, 8143, 8164, 8169, 8163, 8194, 8196, 8193, 8314, 8316, 8319, 8341, 8346, 8349, 8361, 8364, 8369, 8391, 8394, 8396, 8419, 8413, 8416, 8439, 8431, 8436, 8469, 8461, 8463, 8496, 8491, 8493, 8614, 8619, 8613, 8634, 8639, 8631, 8643, 8649, 8641, 8693, 8694, 8691, 8913, 8914, 8916, 8931, 8934, 8936, 8941, 8943, 8946, 8961, 8963, 8964, 9186, 9183, 9184, 9136, 9138, 9134, 9146, 9148, 9143, 9164, 9168, 9163, 9384, 9386, 9381, 9314, 9316, 9318, 9341, 9346, 9348, 9361, 9364, 9368, 9481, 9483, 9486, 9418, 9413, 9416, 9438, 9431, 9436, 9468, 9461, 9463, 9684, 9681, 9683, 9614, 9618, 9613, 9634, 9638, 9631, 9643, 9648, 9641, 9863, 9864, 9861, 9813, 9814, 9816, 9831, 9834, 9836, 9841, 9843, 9846

Using the J programming language:NB. Subset permutations:spm=: 4 :'y,/@:(],"1 0 -."1)^:(x-1) ,.y'# 4 spm 3 4 6 8 9120So there are 120 4 digit numbers. Now let’s check the 5 digit numbers:# 5 spm 3 4 6 8 9120There are 120 - 5 digit numbers, so the total number is 240.List them:(/:~10#. 4 spm 3 4 6 8 9),/:~10#. 5 spm 3 4 6 8 93468 3469 3486 3489 3496 3498 3648 3649 3684 3689 3694 3698 3846 3849 3864 3869 3894 3896 3946 3948 3964 3968 3984 3986 4368 4369 4386 4389 4396 4398 4638 4639 4683 4689 4693 4698 4836 4839 4863 4869 4893 4896 4936 4938 4963 4968 4983 4986 6348 6349 6384 6389 6394 6398 6438 6439 6483 6489 6493 6498 6834 6839 6843 6849 6893 6894 6934 6938 6943 6948 6983 6984 8346 8349 8364 8369 8394 8396 8436 8439 8463 8469 8493 8496 8634 8639 8643 8649 8693 8694 8934 8936 8943 8946 8963 8964 9346 9348 9364 9368 9384 9386 9436 9438 9463 9468 9483 9486 9634 9638 9643 9648 9683 9684 9834 9836 9843 9846 9863 9864 34689 34698 34869 34896 34968 34986 36489 36498 36849 36894 36948 36984 38469 38496 38649 38694 38946 38964 39468 39486 39648 39684 39846 39864 43689 43698 43869 43896 43968 43986 46389 46398 46839 46893 46938 46983 48369 48396 48639 48693 48936 48963 49368 49386 49638 49683 49836 49863 63489 63498 63849 63894 63948 63984 64389 64398 64839 64893 64938 64983 68349 68394 68439 68493 68934 68943 69348 69384 69438 69483 69834 69843 83469 83496 83649 83694 83946 83964 84369 84396 84639 84693 84936 84963 86349 86394 86439 86493 86934 86943 89346 89364 89436 89463 89634 89643 93468 93486 93648 93684 93846 93864 94368 94386 94638 94683 94836 94863 96348 96384 96438 96483 96834 96843 98346 98364 98436 98463 98634 98643