what are factoring services?
494472
I use one.  It help a companies' cashflow as a factoring company buys your accounts receivable for a percentage, maybe 2-4% on average depending on your companies' credit as well as the credit of the company that owes you.  They buy it up front, rather then you having to wait net 30, 60, or 90days and you can grow your business and make your payrolls, bills etc..
184212
Re phrase the question!\n\nI think you are asking if you should borrow from a line of credit to buy a portfolio of factored invoices(accounts receivables)?
773695
Look in your text book under "factoring polynomials"... or you could try this web site that explains this fairly thoroughly...\n\nhttp://faculty.ed.umuc.edu/~swalsh/Math%20Articles/Factoring.html
783185
carwashes, bake sales, craft sales, yard sales.  things like that. :)
159207
What kind of products or services?
884031
What type pf programs? Are you looking for online transaction processing software like CICS or IMS?
445887
you have to take out an x because there are x's that are there that are common to both terms. x(1-x^4) then -x(x^4-1)\nso factoring is easier. Then -x(x^2+1)(x^2-1). Then it becomes -x(x^2+1)(x+1)(x-1). That's the answer.
299740
Well lets say a big difference is when u use a Bank product  u invest in Bank & the Bank starts making money and when u use a service the bank might not gain. Lets say when  u withdraw investment u use services but bank is losing!
807375
Used car dealer. \nDirect TV Dealer. \nMortgage Broker.
744493
Credit union. Establish a small savings and ask about their other services.
962639
You write that it cannot be factored.
156986
First, I am not sure why you call this factoring. This is not factoring. \n\nThink of it this way. If each of the teams play each other once, there are G1=[N^2-N]/2 games. To see that this is true, just compute either \n\nN choose 2 = N!/[(N-2)!2!]=[N^2-N]/2 \n\nor \n\nmake a matrix with the N teams as both rows and columns. Every element of the matrix constitutes a game between two teams, one in the corresponding row and one in the corresponding column. One has to disregard the N diagonal elements, because a team cannot play itself, so there are a total of N^2-N games in the matrix, without the diagonal. Since this includes games when A plays B as well as B plays A, we have to divide by 2, to get again [N^2-N]/2.\n\nIf each of the teams play each other 2 times, there are G2=N^2-N games. To see this, just imagine the matrix of team-labelled columns and rows again, and subtract the diagonals again, so that both the games between A and B and between B and A are included, for a total of 2 games between each pair of teams. The number of elements in the matrix is N^2-N, ignoring the diagonal elements again. \n\nFor the teams to play each other 3 times, they can just play the one game schedule, and then the 2 game schedule, for a total of 3 times between each pair of teams, so:\n\nG3=G1+G2=(3/2)*[N^2-N]\n\nFor N=7, this is just 1.5*[49-7]=1.5*42=63.\n\nThere are 63 total games played.
462914
Assists in accounting matters, reconciliation, account payable and receivables etc.
60881
why don't you get a piece of paper and make a factor tree?\nlearn something yourself.
726442
what are you reffering to?\n\nplease refer to http://www.fdnsolutions.com
795232
These are guesses only ..... to the first question I would guess "services" - think education, health care, travel, food industry, hotels, tourism, etc.\n\nTo the second question I would guess analyzing facts - that makes most sense to me.  \n\nHope this helps.
627822
most major lenders have accounts with all 3 major burue so no garuntee but some are\n\nCRESCENT JEWELERS -uses equifax as well\nCITIFINANCIAL\nCAPITAL ONE -uses equifax as well\nWELLS FARGO -uses equifax as well\nCHASE -uses transunion as well\nHSBC