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### Video instructions and help with filling out and completing like kind exchange formula

Instructions and Help about like kind exchange formula

Hello my name is Doug with Intuit this short video is a quick overview of the time-saving like kind exchange wizard this time-saving tool makes this complex entry quick and easy customers that use this feature have told us it can save them up to 18 minutes per return when entering this transaction the like-kind exchange wizard was designed to guide the preparer through all the necessary entries to accurately calculate the exchange whether you've never done a 1031 exchange or you've completed many of them the like-kind exchange wizard speeds accurate completion of the form 88 24 the wizard will even calculate the new basis going forward or it will create a new asset with the new basis if you choose the simplified method let's take a look with our client file open to the content screen I will select screen 22 depreciation and press main or key on my keyboard to open that input screen on the depreciation screen I have two rental properties we will dispose of rental property number one and replace it with a new rental property using the simplified method to calculate the new basis going forward first I will select the principal asset in this case it will be the building and then now we'll go to the like-kind exchange link in the section jump to box at the lower left hand side of the screen and click it my interactive screen is now at the like-kind exchanges ad 824 input string in the upper left hand corner of this input section you will see the button for the light kind exchange wizard the first window we will see is the welcome screen this screen explains that it will guide us through the steps necessary to complete the exchange the welcome screen also alerts you to the information that will be needed to successfully complete the exchange on the next window we will start entering data the date the property was transferred the next field shows that we are on properties for the schedule Eve this is prefilled because they started from the principal asset of the exchange the building and it is tied to the Schedule E now we will select the other assets included in the exchange to select them all at once I will down my control button on my keyboard and with my mouse click each asset to be included in the exchange then it will click the greater-than button to move the assets to the properties being exchanged window on the right hand side of the screen and click the next button the next window is for the land or building receive data entry I will give the property a description and complete the other fields related to the exchange including the price and then click the next button now we enter any other financial information from the exchange including any down payments given or received and any mortgages given up or received I will also enter.

### FAQ

Is there a formula/algorithm to find out the radius of n circles needed to fill a square area?
Major edit:OK, I'm not good at formal mathematics. I had an initial hunch, which ended up with the following reasoning, valid only for quadratic n x n matrices of circles within squares:Let n be the number of circles of radius r along each side of the square with sides 1, and you get:$r_{n} = \frac{1}{2n} \sqrt{2}$Now, solving the problem only for very easy cases isn't much fun, so I tried to make a model and draw some of the other alternatives. Maybe someone who's better in formal mathematics can use them to explain this rigorously, but to me it seems that the quadratic stacking of circles is the most efficient solution.The drawings that follow were constructed in MATLAB assuming that the most efficient distribution of circles would have them intersect in the center of the square, A, and for n circles place their centers (B,C, etc.) on the n lines drawn from A in such a manner that connecting B,C etc. forms a equilateral n-angle.Here, there are three circles with radius $r = \frac{2}{5} \sqrt{2}$. I don't know if the exactly circumscribe the square, but it's pretty close. With four, which clearly gives the same result as 8, you get this:Where the black circles obviously play no role. Moving the square around within the circumscribed area doesn't change this, but it does for the 5-circle variant, although here the circles need a slightly larger radius, about 0.52 x sqrt(2), and the intersection of all of the circles needs to be slightly offset from the center of the square in order to get the smallest circle size, about 0.04 units here:The situation is similar with 6 and 7 circles. The diameter of the circles needs to be at least 0.5 (for 6) and somewhere between 0.5 and 0.54 with a slight offset (for 7, the circles here are 0.5, 0.52 and 0.54 times sqrt(2)):I already showed the picture with 8 circles, so for the last one, let's skip to 9. Here, it's obvious that the square arrangement is more efficient, and using this picture, I think it's possible to see the logic: If you remove the central circle (center at A) and expand all of the rest, while moving their centers toward A, the edges of the circles on the diamust also intersect at A, and their centers must be placed halfway between A and the corners. If this condition isn't met, either all the circles won't be the same size, or the entire square won't be circumscribed.For the last approach I'm able to think of, you could take the central circle as your starting point, remove some of the outer circles and expand and move the remaining circles around laterally to achieve total circumscription. But I haven't been able to make great gains that way either. For 6 circles, using 0.48 x sqrt(2) as the radius (admittedly, less than 0.5 x sqrt(2)), spacing the centers from A by 0.78 units to form an equilateral pentagon and offsetting A by 0.05 units, I get this:I got a similar arrangement with 7 circles down to 0.41 x sqrt(2) and with 8 to about 0.395. So now I'm interested, as well: Is there any general solution to this?
What kind of paperwork do you have to fill out if you want to send a satellite into space?
Write a letter to the FAA, if you are launching the satellite in your backyard that is. And you cant just use paperwork to get a satellite in space, dammit! Think about how MANY PEOPLE will think that its a spy satellite. Yea, you will have to deal with publicity. It is almost CERTAIN that SOMEONE from SOME space agency is going to notice. Its not like you can write an email to NASA saying "Sorry bout that, it was me". Who is going to believe you? So yea, a shit ton of paperwork if you are going to launch it on your own, not so much if you can convince a space agency to launch your CubeSat into space.
What do women look for in men? What do they prioritize?
The point is not what women look for in men, what they prioritize, because that is defined by the Darwinian laws of evolution, survival of the fittest, and also depends on their life experiences. Instinctively, by nature, women look for a man with wealth, social status, confidence and leadership (an Alpha male), because it increases theirs and their offspring’s chances of survival. They look for looks, built, height, personality etc. in order to combine the best characteristics into the genes of their offspring, and finally, they look for honesty, kindness etc. in order to feel safe themselves. Every woman is the same, because despite our different ethnicities, cultures, upbringings, educations, personalities and genetic traits we are all part of the human species.The prioritization of these qualities varies according to our life experiences. A woman that has been traumatized by a poverty ridden childhood is much more likely to prioritize wealth, a woman that has the role model of a very strong Alpha male father may be attracted by these personalities or may reject them if she felt abused and scared of them and so on and so forth.The point however is which characteristic in a man is what women should look for, if they want to fulfill their deepest heart’s yearning, if they want to not be self destructive and actually get to feeling complete, in a place of absolute bliss for a woman. It is also an evolutionary necessity, but it is not in the list above, and many women do not even believe it is possible, so they do not seek something that they have given up on ever truly and fully experiencing.Every woman’s heart’s deepest yearning is to hear, even once in their lives the following words from a man, and fully trust that they are true with every fiber of their being : Don’t you worry about a thing, baby, I am here and not going anywhere. Everything is going to be ok, every problem will be solved, because I am here, I love you and I will give my last breath to make you happy and keep you safe. Don’t you worry about a thing, don’t you worry about a thing baby, I am here for you…Full commitment and trustworthiness, feeling fully held and protected is not on your list.