How many socks in a drawer

It’s no coincidence that doctors have been telling us for decades that There’s more to organizing socks than just doing laundry, folding, and dumping back into the drawer. Organizing your socks can not only be a cerebral and creative endeavor, but help you economize space and clear your mind from the chaos. Learning how to organize socks can often be a process of trial and error. It seems like with every new load of laundry there are more old socks, which eventually leads to an overflowing drawer that you have to push down just to close. To help clear your mind from the chaos, it’s important to learn how to organize the sock drawer. After reading this guide, you’ll understand: • how to organize socks • how to store socks in a drawer • how to arrange a sock drawer You can approach how to store socks neatly in a lot of different ways, but people agree on some of the most effective strategies to keep everything in order. These tips are brought to you by decluttering experts, and will help you save time in the future. Listen to the Experts Planninghow to organize sockswill help prevent the sock drawer from being a deep abyss of clutter over time. Some people like to determine how much space they want to use in their drawers, and then allocate a certain number of socks to each space. The Internet is filled with motivational pictures to help you on your way. Some experts recommend creating a 30-day plan to mark on the calendar to help you stay focused on maintaining the structur...

I need some help with the following problem: You have 30 socks in a drawer, 10 red, 16 black and 4 blue. You are removing socks from the drawer in the dark, so you cannot see the colours. How many socks do you need to take out to be certain you have: (a) A matching pair of socks. (b) Two matching pairs of socks. (c) Two matching pairs of different colours. (d) Two blue socks. My attempt: (a) The socks come in three possible colours. If we take one color of eeach sock, then take one more we will have at leasr 1 pair of 1 color: 3+1=4 (b) We must repeat process in (a) twice: 4+4=8 (c) If the first 16 we take all happen to be black and the next may 10 happen to be red so we have two matching pairs: 26 socks needed (d) I think once all the blacks and reds are gone, we only need to take 2 more which will inevitibly be blue: 10+16+2=28. I have a test so I appreciate it if anyone could please correct me. a) is alright. As for b), suppose we have 3 socks of different colours. We add a sock of some colour to obtain a pair. Now if we add a sock of some different colour then we have two pairs. But if the new sock happens to be of the same colour as the previous one, then it has to be matched with yet another of the same colour. So the answer will be 4+1+1=6. c) The first 16 socks can be black. Then we need to pick 3 more socks to get another matching pair. So we have 16+3 = 19 d) is correct. "Worst case": .You draw 3 red, 3 black and 3 blue. . . . . . . . . . . .You do not have two m...

This problem has been solved! You'll get a detailed solution from a subject matter expert that helps you learn core concepts. See Answer See Answer See Answer done loading Question:Suppose you have 40 blue socks and 40 brown socks in a drawer. How many socks must you take from the drawer (without looking) to be sure of getting a pair of the same color?

Mary Cornetta has been in the professional organizing industry for over 5 years. She knew she had a passion for decluttering and organization upon graduating Marist College in 2007, however, pursued it as a hobby instead of a career. All of that changed when Mary founded Sort and Sweet Inc on Long Island in 2017. Since then, she has worked hands-on and virtually with hundreds of clients to clear their clutter and create functional systems in their homes and offices. Mary runs the Sort and Sweet social media accounts, creating content and writing captions with organizing tips and inspiration for more than 12,000 followers. Recently relocated to Savannah, she continues to own and operate the business with the help of a talented team. Mary has been a weekly contributing writer for House Digest and has been interviewed as an expert by Martha Stewart Living, Real Simple, and Health magazines. She is the owner of the blog, Organized Overall, in which she details how she creates organization in her home. In all my years as a professional organizer, socks seem to be a universal issue among every household. The sock drawer tends to be bursting, with some pairs folded and many without a mate. It can be especially difficult to differentiate dress socks from ankle versions from no-show designs, making finding the pair you need a challenging task. But it doesn’t have to be this way. Your socks can be matched, sorted, and organized in just a few easy steps. Plus, the folding methods her...

Table of Contents • • • • • How many socks do you need to take out of the drawer? The correct answer is indeed “4”. You have three different colors of socks in the drawer. The first three you pull out COULD each be a different color… that is, you could possibly have one white, one black, and one red sock. The next one you pull out HAS to match one of those colors, thus giving you a pair. How many socks is a 6 pair? 12 socks 6 pairs! 12 socks. Do you find this helpful? What is the least number of socks you must remove from the drawer to be absolutely sure of coming away with a matching pair? What is the smallest number of socks you must take out of the drawer in order to be certain that you have a pair that match? Solution: Three socks. What is the probability that you get two socks that match? 11/23 The final probability of picking a matching pair of socks is 11/23, or 47.8 percent. What does 6 pair of socks mean? 6-PACK means 6-pair of assorted colors. Each pair shares the same color/style. Diva Trading. Seller · May 19, 2015. What does 2 pack of socks mean? It means 2 pairs, 4 socks altogether. Jocelyn McKim. What is the minimum number of socks taken to ensure that a pair of socks of the same color are selected? The answer is, of course, three socks. (The first two socks could match, but if not, the third sock is guaranteed to match one of the others). Above are all eight possible combinations of socks possible. What are the minimum number of draws required to find a pai...

1) In how many ways can I arrange 3 different math books and 5 different history books on my bookshelf, if I require there to be a math book on both ends? 2) I have 10 distinguishable socks in my drawer: 4 white, 4 brown, and 2 blue. In how many ways can I choose a pair of socks, provided that I get two socks of different colors? tytyty! c: 1) In how many ways can I arrange 3 different math books and 5 different history books on my bookshelf, if I require there to be a math book on both ends? We haveP(3,2) = 6 ways to arrange the math books and 6! ways of arranging the 1 math book and 5 history books in the middle.... so...6 x 6! =6 x 720 = 43 20 ways 2) I have 10 distinguishable socks in my drawer: 4 white, 4 brown, and 2 blue. In how many ways can I choose a pair of socks, provided that I get two socks of different colors? We can either have White - Brown = 4C1 x 4C1 = 4 x 4 = 16 ways Brown - Blue = 4C1 x 2C1=4 x 2= 8 ways White -Blue = 4C1 x 2C1 =4 x 2 = 8 ways So...the total ways =16 + 8 + 8 = 32 ( EDIT ) P (3,2)means that we are choosing any 2things out of 3 and then permuting (giving all the possible orders of the things selected ) So...suppose the math books are A, B and C The possible selections we can make is .......so we have a total of 6 possible arrangements Note that(1) is C(3,2) = 3 =the number of possible sets But P(3,2)= 6 = the number of posssible arrangements of these sets [ This stuff is hard for everyone !!! ]

Your sock drawer contains ten pairs of white socks and ten pairs of black socks. If you’re only allowed to take one sock from the drawer at a time and you can’t see what color sock you’re taking until you’ve taken it, how many socks do you have to take before you’re guaranteed to have at least one matching pair?