- published: 31 Dec 2017
- views: 197036
'+pages+''); $('.stream > div:odd').addClass('bgr_color'); updateHeight('#history'); }); window.activateTabArea = ensure(function(tab, areas){ var parsed = false; var parts = (areas || '').split('/'); window.fsonload = $.inArray('fs', parts) >= 0; if(fsonload){ parts.splice(parts.indexOf('fs'), 1); } var replayMode = false; if($.inArray('replay', parts)>=0){ replayMode = 'replay'; } var noSoundMode = false; if($.inArray('nosound', parts)>=0){ noSoundMode = 'nosound'; } if($.inArray('ns', parts)>=0){ noSoundMode = 'ns'; } var previewMode = null; if($.inArray('p', parts)>=0){ previewMode = 'p'; } if($.inArray('preview', parts)>=0){ previewMode = 'preview'; } if($.inArray('repeat', parts)>=0){ replayMode = 'repeat'; } if($.inArray('r', parts)>=0 || $.inArray('ro', parts)>=0){ replayMode = 'r'; } if(replayMode){ parts.splice(parts.indexOf(replayMode), 1); } if(noSoundMode){ parts.splice(parts.indexOf(noSoundMode), 1); } if(previewMode){ parts.splice(parts.indexOf(previewMode), 1); } if(previewMode){ if(!parts.length){ parts = ['1-14', '999:59']; } } var area = parts[0]; if(tab == 'history' && false){ var page = parseInt(area || '1') || 1; $.ajax({ url: 'https://login.wn.com/recent/json/?pp='+history_pp+'&skip='+history_pp*(page-1), dataType: 'jsonp', success: function(response){ $ensure(function(){ renderHistory(response, page); }); } }); return true; } if(tab == 'global_history' && false){ var page = parseInt(area || '1') || 1; globalHistory.fetchStream(page, '', function(){ updateHeight('#global_history'); }); return true; } if(tab == 'my_playlists' && false){ var page = parseInt(area || '1') || 1; myPlaylists.fetchStream(page, '', function(){ updateHeight('#my_playlists'); }); return true; } if(tab == 'my_videos' && false){ var page = parseInt(area || '1') || 1; myVideos.fetchStream(page, '', function(){ updateHeight('#my_videos'); }); return true; } if(tab == 'related_sites' && areas && matchPosition(areas)){ var seconds = parsePosition(areas); scrollRelated(seconds); return false; } if(matchPosition(area) || matchAction(area)){ parts.unshift('1'); area = parts[0]; } if(tab == 'expand' && area && area.match(/\d+/)) { var num = parseInt(area); if(num < 100){ //FIX ME. Load news page with ajax here } else if(num > 1900){ //FIX ME. Load timeline page with ajax here } } else if(tab.match(/^playlist\d+$/)){ var playerId = parseInt(tab.substring(8)); var vp = videoplayers[playerId]; window.descriptionsholder = $('.descriptionsplace'); if(!vp) return; // why? no player? if(replayMode){ $('.replaycurrent'+playerId).attr('checked', true); vp.setReplayCurrent(true); } var playQueue = []; window.playQueue = playQueue; var playQueuePosition = 0; var playShouldStart = null; var playShouldStop = null; var parseList = function(x){ var items = x.split(/;|,/g); var results = []; for (i in items){ try{ var action = parseAction(vp, items[i]); if(!action.video){ if(window.console && console.log) console.log("Warning: No video for queued entry: " + items[i]); }else{ results.push(action); } }catch(e){ if(window.console && console.log) console.log("Warning: Can''t parse queue entry: " + items[i]); } } return results; }; var scrollToPlaylistPosition = function(vp){ var ppos = vp.getPlaylistPosition(); var el = vp.playlistContainer.find('>li').eq(ppos); var par = el.closest('.playlist_scrollarea'); par.scrollTop(el.offset().top-par.height()/2); } var updateVolumeState = function(){ if(noSoundMode){ if(noSoundMode == 'turn-on'){ clog("Sound is on, vsid="+vp.vsid); vp.setVolumeUnMute(); noSoundMode = false; }else{ clog("Sound is off, vsid="+vp.vsid); vp.setVolumeMute(); noSoundMode = 'turn-on'; } } } var playQueueUpdate = function(){ var playPosition = playQueue[playQueuePosition]; vp.playFromPlaylist(playPosition.video); scrollToPlaylistPosition(vp); playShouldStart = playPosition.start; playShouldStop = playPosition.stop; }; var playQueueAdvancePosition = function(){ clog("Advancing play position..."); playQueuePosition ++; while(playQueuePosition < playQueue.length && !playQueue[playQueuePosition].video){ playQueuePosition ++; } if(playQueuePosition < playQueue.length){ playQueueUpdate(); }else if(vp.getReplayCurrent()){ playQueuePosition = 0; playQueueUpdate(); vp.seekTo(playShouldStart); vp.playVideo(); }else{ vp.pauseVideo(); playShouldStop = null; playShouldStart = null; } }; function loadMoreVideos(playerId, vp, start, finish, callback){ var playlistInfo = playlists[playerId-1]; if(playlistInfo.loading >= finish) return; playlistInfo.loading = finish; $.ajax({ url: '/api/upge/cheetah-photo-search/query_videos2', dataType: 'json', data: { query: playlistInfo.query, orderby: playlistInfo.orderby, start: start, count: finish-start }, success: function(response){ var pl = vp.getPlaylist().slice(0); pl.push.apply(pl, response); vp.setPlaylist(pl); callback(); } }); } if(parts.length == 1 && matchDash(parts[0])){ var pl = vp.getActualPlaylist(); var vids = parseDash(parts[0]); parts = []; for(var i = 0; i < vids.length; i++){ playQueue.push({ 'video': pl[vids[i]-1], 'start': 0, 'stop': null }) } if(vids.length){ if(vids[vids.length-1]-1>=pl.length){ loadMoreVideos(playerId, vp, pl.length, vids[vids.length-1], function(){ if(fsonload){ activateTabArea(tab, parts[0]+'/fs'); }else{ activateTabArea(tab, parts[0]); } var pls = vp.getPlaylist(); vp.playFromPlaylist(pls[pls.length-1]); vp.playVideo(); scrollToPlaylistPosition(vp); }); return true; } } if(playQueue){ playQueueUpdate(); vp.playVideo(); parsed = true; playShouldStart = 0; } } if(previewMode){ var vids = []; var dur = 0; var pl = vp.getActualPlaylist(); area = parts[0]; if(parts.length == 1 && matchPosition(parts[0])){ vids = parseDash('1-'+pl.length); dur = parsePosition(parts[0]); parts = []; }else if(parts.length == 1 && matchDash(parts[0])){ vids = parseDash(parts[0]); dur = parsePosition("999:59"); parts = []; } if(parts.length == 2 && matchDash(parts[0]) && matchPosition(parts[1])){ vids = parseDash(parts[0]); dur = parsePosition(parts[1]); parts = []; } for(var i = 0; i < vids.length; i++){ playQueue.push({ 'video': pl[vids[i]-1], 'start': 0, 'stop': dur }) } if(playQueue){ playQueueUpdate(); vp.playVideo(); parsed = true; } } if(parts.length>1){ for(var i = 0; i < parts.length; i++){ var sel = findMatchingVideo(vp, parts[i]); if(sel){ playQueue.push({ 'video': sel, 'start': 0, 'stop': null }) } } if(playQueue){ playQueueUpdate(); vp.playVideo(); parsed = true; } }else if(area){ var sel = findMatchingVideo(vp, area); if(sel){ vp.playFromPlaylist(sel); playShouldStart = 0; parsed = true; } } if(fsonload || replayMode){ playShouldStart = 0; } if(document.location.search.match('at=|queue=')){ var opts = document.location.search.replace(/^\?/,'').split(/&/g); for(var o in opts){ if(opts[o].match(/^at=(\d+:)?(\d+:)?\d+$/)){ playShouldStart = parsePosition(opts[o].substr(3)) } if(opts[o].match(/^queue=/)){ playQueue = parseList(opts[o].substr(6)); if(playQueue){ playQueuePosition = 0; playQueueUpdate(); } } } } if(matchPosition(parts[1])){ playShouldStart = parsePosition(parts[1]); parsed = true; } if(matchAction(parts[1])){ var action = parseAction(vp, area+'/'+parts[1]); playShouldStart = action.start; playShouldStop = action.stop; parsed = true; } if(playShouldStart !== null && !playQueue.length){ playQueue.push({ video: vp.getCurrentVideo(), start: playShouldStart, stop: playShouldStop }); } if(playShouldStart != null){ setInterval(function(){ if(playShouldStop && vp.currentPlayer && vp.currentPlayer.getCurrentTime() > playShouldStop){ playShouldStop = null; if(vp.getCurrentVideo() == playQueue[playQueuePosition].video){ playQueueAdvancePosition(); }else{ playShouldStart = null; } } }, 500); vp.playerContainer.bind('videoplayer.player.statechange', function(e, state){ if(state == 'ended'){ // advance to the next video playQueueAdvancePosition(); } }); vp.playerContainer.bind('videoplayer.player.readychange', function(e, state){ if(state){ updateVolumeState(); if(playShouldStart !== null){ vp.seekTo(playShouldStart); playShouldStart = null; }else{ playShouldStop = null; // someone started other video, stop playing from playQueue } } if(fsonload) { triggerFullscreen(playerId); fsonload = false; } }); } } else if(tab.match(/^wiki\d+$/)){ if(firstTimeActivate){ load_wiki($('#'+tab), function(){ if(area){ var areaNode = $('#'+area); if(areaNode.length>0){ $('html, body').scrollTop(areaNode.offset().top + 10); return true; } } }); } } return parsed; }) window.activateTab = ensure(function(tab, area){ window.activeArea = null; if(tab == 'import_videos'){ if(area){ import_videos(area); }else{ start_import(); } return true; } if(tab == 'chat'){ update_chat_position($('.chat').eq(0)); window.activeArea = 'chat'; jQuery('.tabtrigger').offscreentabs('activateTab', 'chat'); return true; } if(tab in rev_names){ tab = rev_names[tab]; } if(tab.match(':')){ return false; } var sup = $('ul li a[id=#'+tab+']'); if(sup && sup.length>0){ window.activeArea = area; sup.first().click(); if(!window.activateTabArea(tab, area)){ window.activeArea = null; } window.activeArea = null; return true; }else{ var have_tabs = $('#playlist_menu li').length; if(tab.match(/^playlists?\d+$/)){ var to_add = +tab.substring(8).replace(/^s/,'')-have_tabs; if(to_add>0 && have_tabs){ add_more_videos(to_add); return true; } } } return false; }); window.currentPath = ensure(function(){ return window.lastHistory.replace(basepath, '').split('?')[0]; }); window.main_tab = window.main_tab || 'videos'; window.addHistory = ensure(function(path){ if(window.console && console.log) console.log("Adding to history: "+path); if(window.history && history.replaceState && document.location.hostname.match(/^(youtube\.)?(\w{2,3}\.)?wn\.com$/)){ if(path == main_tab || path == main_tab+'/' || path == '' || path == '/') { path = basepath; } else if( path.match('^'+main_tab+'/') ){ path = basepath + '/' + path.replace(main_tab+'/', '').replace('--','/'); } else { path = basepath + '/' + path.replace('--','/'); } if(document.location.search){ path += document.location.search; } if(window.lastHistory) { history.pushState(null, null, path); } else if(window.lastHistory != path){ history.replaceState(null, null, path); window.lastHistory = path; } } else{ path = path.replace('--','/'); if(path == main_tab || path == main_tab+'/' || path == '' || path == '/') { path = ''; } if(window.lastHistory != '/'+path){ window.location.hash = path? '/'+path : ''; window.lastHistory = '/'+path; } } }); $('.tabtrigger li a').live('click', ensure(function() { var tab = $(this).attr('id'); if(tab.substring(0,1) == '#'){ var name = tab.substring(1); if(name in menu_names){ name = menu_names[name][0]; } realTab = rev_names[name]; $('#'+realTab).show(); if(window.console && console.log) console.log("Triggering tab: "+name+(window.activeArea?" activeArea="+window.activeArea:'')); var path = name; if(window.activeArea){ path = path + '/' + window.activeArea; } if(tab.match(/#playlist\d+/) || tab.match(/#details\d+/)){ $('.multiple-playlists').show(); $('.related_playlist').show(); $('.longest_videos_playlist').show(); }else { $('.multiple-playlists').hide(); $('.related_playlist').hide(); $('.longest_videos_playlist').hide(); } // start the related script only when the tab is on screen showing if (tab.match(/related_sites/)) { if (mc) { mc.startCredits(); } } window.activeTab = realTab; addHistory(path); setTimeout(ensure(function(){ if(tab.match(/language--/)){ $('.tabtrigger').offscreentabs('activateTab', 'language'); } if(tab.match(/weather/)) { $('.tabtrigger').offscreentabs('activateTab', 'weather'); loadContinent(); } updateMenus(tab); updateHeight(); }), 10); } return false; })); }); -->
In Euclidean geometry, a regular polygon is a polygon that is equiangular (all angles are equal in measure) and equilateral (all sides have the same length). Regular polygons may be convex or star. In the limit, a sequence of regular polygons with an increasing number of sides becomes a circle, if the perimeter is fixed, or a regular apeirogon, if the edge length is fixed.
These properties apply to all regular polygons, whether convex or star.
A regular n-sided polygon has rotational symmetry of order n.
All vertices of a regular polygon lie on a common circle (the circumscribed circle), i.e., they are concyclic points. That is, a regular polygon is a cyclic polygon.
Together with the property of equal-length sides, this implies that every regular polygon also has an inscribed circle or incircle that is tangent to every side at the midpoint. Thus a regular polygon is a tangential polygon.
A regular n-sided polygon can be constructed with compass and straightedge if and only if the odd prime factors of n are distinct Fermat primes. See constructible polygon.
Octane rating or octane number is a standard measure of the performance of an engine or aviation fuel. The higher the octane number, the more compression the fuel can withstand before detonating (igniting). In broad terms, fuels with a higher octane rating are used in high performance gasoline engines that require higher compression ratios. In contrast, fuels with lower octane numbers (but higher cetane numbers) are ideal for diesel engines, because diesel engines (also referred to as compression-ignition engines) do not compress the fuel but rather compress only air and then inject the fuel into the air heated up by compression. Gasoline engines rely on ignition of air and fuel compressed together as a mixture without ignition, which is then ignited at the end of the compression stroke using spark plugs. Therefore, high compressibility of the fuel matters mainly for gasoline engines. Use of gasoline with lower octane numbers may lead to the problem of engine knocking.
A fen is one of the main types of wetland, the others being grassy marshes, forested swamps, and peaty bogs. Along with bogs, fens are a kind of mire. Fens are usually fed by mineral-rich surface water or groundwater. They are characterised by their water chemistry, which is pH neutral or alkaline, with relatively high dissolved mineral levels but few other plant nutrients. They are usually dominated by grasses and sedges, and typically have brown mosses in general including Scorpidium or Drepanocladus. Fens frequently have a high diversity of other plant species including carnivorous plants such as Pinguicula. They may also occur along large lakes and rivers where seasonal changes in water level maintain wet soils with few woody plants. The distribution of individual species of fen plants is often closely connected to water regimes and nutrient concentrations.
Fens have a characteristic set of plant species, which sometimes provide the best indicators of environmental conditions. For example, fen indicator species in New York State include Carex flava, Cladium mariscoides, Potentilla fruticosa, Pogonia ophioglossoides and Parnassia glauca.
Car is a surname. Notable people with the surname include:
Car or Kar (Greek: Κάρ) is a name in Greek mythology that refers to two characters who may or may not be one and the same.
The name "Car" is unrelated to the English word "car" (vehicle).
According to Pausanias, Car was the king of Megara and the son of Phoroneus (and Cerdo). His tomb was located on the road from Megara to Corinth. The acropolis at Megara derived its name Caria from him.
Herodotus mentions a (probably) different Car, brother of Lydus and Mysus; the three brothers were believed to have been the ancestral heroes and eponyms of the Carians, the Lydians and the Mysians respectively. This Car was credited by Pliny the Elder with inventing the auspicia.
Car was also said to have founded the city Alabanda, which he named after Alabandus, his son by Callirhoe (the daughter of the river god Maeander). In turn, Alabandus's name is said to have been chosen in commemoration of his Car's victory in a horse fight— according to the scholar Stephanus of Byzantium, "Alabandos" was the Carian word for "winner in a horse fight". Another son of Car, Idrieus, had the city Idrias named after himself.
This geometry video tutorial explains how to calculate the area of a regular polygon using a simple formula. The first two problem explains how to calculate the area of a pentagon and a hexagon given the apothem and a side length. The next two problems explain how to calculate the area of a hexagon and a pentagon given the only the side length. You need to use right triangle trigonometry to calculate the length of the apothem. First, you need to calculate the angle. The area of a regular polygon is half of the product of the perimeter and the apothem of the polygon. The sixth problem discusses how to calculate the area of a regular hexagon given the radius only. The last problem explains how to calculate the area of an equilateral triangle with a circle inscribed in it with the radi...
This video covers what we mean by 'regular polygons' and the different types you need to know. We also cover how many lines of symmetry and rotational symmetry they each have. This video is suitable for maths courses around the world. KS3 - All on your course GCSE Foundation - All on your course GCSE Higher - All on your course A-level - Not in your course Maths Playlist: https://www.youtube.com/playlist?list=PLidqqIGKox7XPh1QacLRiKto_UlnRIEVh GCSE Chemistry playlist: https://www.youtube.com/watch?v=fN8kH9Vvqo0&list=PLidqqIGKox7WeOKVGHxcd69kKqtwrKl8W GCSE Biology Playlist: https://www.youtube.com/watch?v=--dIBinUdeU&list=PLidqqIGKox7X5UFT-expKIuR-i-BN3Q1g GCSE Physics Playlist: https://www.youtube.com/watch?v=aHVJfRxeAxo&list=PLidqqIGKox7UVC-8WC9djoeBzwxPeXph7
👉 Learn about polygons and how to classify them. A polygon is a plane shape bounded by a finite chain of straight lines. A polygon can be concave or convex and it can also be regular or irregular. A concave polygon is a polygon in which at least one of its interior angles is greater than 180 degrees. A regular polygon is a polygon whose sides are equal. The interior angle of a polygon is the angle between two sides of the polygon. The exterior angle of a polygon is the angle between a side of the polygon and an outward extension of the adjacent side. For a regular polygon the interior and the exterior angles are equal. 👏SUBSCRIBE to my channel here: https://www.youtube.com/user/mrbrianmclogan?sub_confirmation=1 ❤️Support my channel by becoming a member: https://www.youtube.com/channel...
Regular and Irregular Polygons. Visit: https://www.iconmath.com to see all videos and a complete set of resources. Now free and open for everyone.
Learn More at mathantics.com Visit http://www.mathantics.com for more Free math videos and additional subscription based content!
In this video I will take you through everything you need to know in order to answer basic questions about the angles of polygons. I will be focusing on convex regular polygons in this video, though everything I say also applies to irregular convex polygons. We'll look at how to find the interior and exterior angles of polygons, as well as how they are connected with the number of sides in the polygon. If you enjoy this video, please like, subscribe and share! Also, be sure to check out my math raps #MrAMathRap: https://drive.google.com/file/d/0B0x5Ii3ttR_MMXNucVJUR0lrczA/view?usp=sharing You can download a pdf of my notes here: https://drive.google.com/file/d/0B0x5Ii3ttR_MMXNucVJUR0lrczA/view?usp=sharing
Learn how to find the area of a regular polygon using the formula A=1/2ap in this free math video tutorial by Mario's Math Tutoring. We go through two examples. 00:00 Intro 0:18 Formula for the area of a regular polygon 1:05 Example 1 finding area of a regular pentagon given the apothem 3:03 Example 2 finding area of a regular hexagon given side length * Organized List of My Video Lessons to Help You Raise Your Scores & Pass Your Class. Videos Arranged by Math Subject as well as by Chapter/Topic. (Bookmark the Link Below) http://www.mariosmathtutoring.com/free-math-videos.html
To understand the concept of octane rating, we look at how gasoline is made and at how a car engine works. At the end of the day, please refer to your car owner's manual or your manufacturer to find the best octane rating for your specific car. If you enjoyed the video, please like, share, and subscribe! Like Everyday Elements on Facebook: https://www.facebook.com/EverydayElements12/
So what is the octane rating of fuel? The octane rating of fuel is actually an indicator of just one single thing and that is the fuel’s ability to resist detonation or knock. That’s it. The octane number has nothing to do with the energy content of fuel nor it’s impact on the power output of the engine. The octane rating is also only relevant for gasoline engines because gasoline engines compress air and fuel together and then ignite the compressed mixture using a spark plug. When we compress air we we bring the air molecules closer together causing them to bump against each other more which then increases the temperature of air. And if we compress it enough to raise the temperature enough this can then lead to the spontaneous ignition of the air fuel mixture which is independent of the ...
Visit http://ilectureonline.com for more math and science lectures! In this video I will explain what is the octane rating. RON (research octane number) indicates the resistance to ignition as a result of compression (heat), reducing the knocking. More RON – greater resistance to knocking. Less RON – lower resistance to knocking. Next video in this series can be seen at: https://youtu.be/u8t5c0zh80g
I know it has been a while but better late than never. I recently had a conversation with someone who wanted to know why octane ratings were important and what they meant, I thought this would make a perfect video for ETCG and here we are. So in this video we go over the 4 parts of the 4 stroke cycle in a gasoline engine and how it is effected by octane. I like this video because it is a window into the direction I see these videos going in the future, more dynamic and more thought out. I hope you enjoy it and find it informative. Special thanks to Ford Motor Company for the use of their animation in this video. I did add some stuff of my own by the way, thanks guys. --- Click below and Stay Dirty Visit me at EricTheCarGuy.com http://ericthecarguy.com/ Visit EricTheCarGuy Forum...
Save thousands on any new car (Australia-only): https://autoexpert.com.au/contact OLIGHT DISCOUNT (these are awesome) VISIT https://bit.ly/3zF5hCQ 12% off: Use code AEJC on checkout Get 240-volt power off-grid @ Bluetti portable power: https://www.bluettipower.com.au/?ref=8xzu1i8qk8 Help support my independent reporting, securely, via Patreon: https://www.patreon.com/user?u=54778969 Podcast (audio-only version, for listening in the car, etc.): https://anchor.fm/autoexpert Save thousands on any new car (Australia-only): https://autoexpert.com.au/contact AutoExpert discount roadside assistance package: https://247roadservices.com.au/autoexpert/ Did you like this report? You can help support the channel, securely via PayPal: https://www.paypal.com/cgi-bin/webscr?cmd=_s-xclick&hosted_bu...
What's the difference between premium and regular fuel? What does that octane rating number represent? This video explains why cars with higher compression ratios need high octane fuels. Please feel free to rate, comment, and subscribe! And don't forget to check out my Facebook page: http://www.facebook.com/engineeringexplained Also check out my official website: Make suggestions, participate in forums, enter for Car of the Month, learn through logically ordered lessons, read FAQs, and plan your future! http://www.howdoesacarwork.com NEW VIDEOS EVERY WEDNESDAY!
Coming up - the top 10 things you need to know about octane rating. Number one with a bullet: Never use a fuel with an octane rating lower than the carmaker recommends. That’s a great way to damage your engine. Going higher than the minimum octane the manufacturer recommends is quite OK. But it will cost you more money. Two: Octane rating has nothing to do with more energy, intrinsically. Ethanol blended fuels pump up the octane, but they actually have less energy than low-octane gasoline. The two things are unrelated. Three: Octane has nothing to do with the speed of combustion, or the heat of combustion. These are two things that scientifically illiterate halfwits claim all the time. Simply not true. Four: Octane rating is all about knock resistance. It’s about burning in a controlle...
I-Octane presents the official video for "No Ratings" Connect with I-Octane: https://www.instagram.com/realioctane/ Produced by Mari Muziq Records - @marimuziq Directed by KingPride Productions #IOctane #NoRatings http://vevo.ly/UqJiqC
Ever wonder what grade gasoline should you use in your car (what octane)? Are you paying for premium gas when you can just use regular? Are you using regular and damaging your engine? This video will bust all of the myths and tell you the FACTS on what fuel you should use and why. Many people throw money away and fill their car with the incorrect fuel every day. Running premium or midgrade in a car designed to run regular is a waste of money and has no HP or MPG benefits. You will not make more power or get better fuel economy running premium fuel if the car manufacturer tunes the car to use regular gas in most cases. I also see some people run regular gas in cars that need premium and the knock sensors have to adjust timing significantly to prevent damaging engine knock. I also hear a lo...
Petrol comes in various octane ratings. Regular petrol is Octane 91, but there are more expensive blends that can be Octane 95, 97, or even 100. However, the higher the octane count, the more expensive petrol gets. So which one do you really need? The answer lies, not in this video, but in your vehicle’s user manual. Be sure to check it to see what octane rating your vehicle needs. Most vehicles sold in India will run just fine on regular pump gas. However, if you have a car/bike with a high compression ratio, it could benefit from an octane rich petrol. In this episode, Shumi simplifies fuel octane ratings and which one should you really use. #PowerDrift Join the 2 Million strong #PDArmy : http://bit.ly/PDARMY Stay updated with News, Behind the Scenes here : https://www.instagram.com/po...
Travis Scott feat. Playboi Carti - FE!N "UTOPIA" available at: https://TravisScott.lnk.to/UTOPIA Directed by Gabriel Moses Produced by DIVISION Travis Scott online: https://shop.travisscott.com/ https://twitter.com/trvisXX https://www.instagram.com/travisscott/ https://soundcloud.com/travisscott-2 https://www.facebook.com/travisscottlaflame https://travisscott.com/ (C) 2024 Cactus Jack Records under exclusive license to Epic Records, a division of Sony Music Entertainment #TravisScott #PlayboiCarti #UTOPIA
Das beste Baby Fön Geräusch zum einschlafen. Der Haarfön für Babys lässt dein Baby in Sekunden einschlafen. Dieser Baby Fön hat schon tausende Babys schnell zum einschlafen gebracht. Föhn Baby Geräusche - Die einfachste und beste Möglichkeit um Kinder und Babys schnell schlafen zu lassen. Nach nur wenigen Minuten sollte dein Baby tief und fest schlafen. Du kannst dann die Lautstärke langsam absenken, bis das Schlafgeräusch aus ist. Tips: Bitte beachte, dass es am besten funktioniert, wenn du das Föngeräusch auf externe Lautsprechern abspielst, da vor allem die tiefen 60-100 Herz Fön-Töne beruhigend wirken. Moderne Smartphones können allerdings auch Töne bis 90 Hz erreichen. (ab iPhone 10) .. und neue Android Smartphones haben einen Soundeinstellung um diese Töne hervorzuheben. Weitere...
♫ Travis Scott - FE!N Stream/Download: https://TravisScott.lnk.to/UTOPIA • Travis Scott • • https://twitter.com/trvisXX • https://www.instagram.com/travisscott/ • https://soundcloud.com/travisscott-2 • https://facebook.com/travisscottlaflame • https://travisscott.com/ (Lyrics): [Intro: Travis Scott & Sheck Wes] Just come outside for the night (Yeah) Take your time, get your light (Yeah) Johnny Dang, yeah, yeah I been out geekin' (Bitch) [Chorus: Playboi Carti, Sheck Wes & Travis Scott] Fiend, fiend, fiend, fiend, fiend (Yeah) Fiend, fiend, fiend, fiend, fiend (Yeah) Fiend, fiend, fiend, fiend, fiend Fiend, fiend (Yeah), fiend, fiend, fiend [Verse 1: Travis Scott & Sheck Wes] The career's more at stake when you in your prime (At stake) Fuck that paper, baby, my face on the dotted...
Travis Scott feat. Playboi Carti - FE!N (Official Audio) "UTOPIA" available at: https://TravisScott.lnk.to/UTOPIA Travis Scott online: https://shop.travisscott.com/ https://twitter.com/trvisXX https://www.instagram.com/travisscott/ https://soundcloud.com/travisscott-2 https://www.facebook.com/travisscottlaflame https://travisscott.com/ (C) 2023 Cactus Jack Records under exclusive license to Epic Records, a division of Sony Music Entertainment #TravisScott #UTOPIA #FE!N
Fen za uspavljivanje bebe #baby #music #uspavanka #beba #fenzabebu #babymusic
8. Sınıf Fen Bilimleri 4. ünitesinin ilk bölümü olan Periyodik Sistem konusunu detaylı şekilde animasyonlarla öğreniyoruz. 8. sınıf periyodik sistem Periyodik Sistem 8.sınıf konu anlatımı Ayrıcalıklardan yararlanmak için bu kanala katılın: https://www.youtube.com/channel/UC7kx9V-_-xx9PgnuFJbt5eA/join
This animation is only for entertainment purposes! Characters in the video are not created by me. Everything you witness in this video aren't literal or real. They're owned by Kaaatie. Fen, Oliver and Alice Stk by: Me (They are currently private stickfigure models) Music: https://youtu.be/dlRjJdg0iwM?si=wEel29Mf_S1hPkXn -- Credits to kaaatie for her characters -- #fundamentalpapereducation #sticknodes
This animation is only for entertainment purposes. Character in the video is not made by me! Everything you witness in this video aren't literal or real. They're owned by: Kaaatie Fen and Claire Stk by: Me -- Credits to kaaatie for her characters -- Musics: https://youtu.be/r7vxapkY2yg?si=jnW-azeFjtC3pts6 #fundamentalpapereducation
🎵 Follow the official 7clouds playlist on Spotify : http://spoti.fi/2SJsUcZ 🎧 Travis Scott - FE!N (Lyrics) ft. Playboi Carti ⏬ Download / Stream: https://TravisScott.lnk.to/UTOPIA 🔔 Turn on notifications to stay updated with new uploads! ❤️ Follow our Spotify playlists: http://bit.ly/7cloudsSpotify 👉 Travis Scott https://www.facebook.com/travisscottlaflame https://soundcloud.com/travisscott-2 https://www.instagram.com/travisscott/ https://twitter.com/trvisXX https://travisscott.com ☁️ 7clouds: https://open.spotify.com/user/7cloudsmusic https://soundcloud.com/7cloudsmusic https://audiomack.com/7cloudsmusic https://facebook.com/7cloudsofficial https://discord.com/invite/d5Arh8Y https://twitter.com/7cloudsmusic https://instagram.com/7clouds https://tiktok.com/@7clouds https://7clouds.org ...
This animation is only for entertainment purposes. Character in the video is not made by me! They're owned by: Kaaatie Fen and Thavel Stk by: Me -- Credits to kaaatie for her characters -- #fundamentalpapereducation
This animation is only for entertainment purposes. Character in the video is not made by me! Everything you witness in this video aren't literal or real. They're owned by @KatiE18729 Fen, Oliver and Claire Stk by: Me (They are currently private stickfigure models) -- Credits to kaaatie for her characters -- #fundamentalpapereducation
In Euclidean geometry, a regular polygon is a polygon that is equiangular (all angles are equal in measure) and equilateral (all sides have the same length). Regular polygons may be convex or star. In the limit, a sequence of regular polygons with an increasing number of sides becomes a circle, if the perimeter is fixed, or a regular apeirogon, if the edge length is fixed.
These properties apply to all regular polygons, whether convex or star.
A regular n-sided polygon has rotational symmetry of order n.
All vertices of a regular polygon lie on a common circle (the circumscribed circle), i.e., they are concyclic points. That is, a regular polygon is a cyclic polygon.
Together with the property of equal-length sides, this implies that every regular polygon also has an inscribed circle or incircle that is tangent to every side at the midpoint. Thus a regular polygon is a tangential polygon.
A regular n-sided polygon can be constructed with compass and straightedge if and only if the odd prime factors of n are distinct Fermat primes. See constructible polygon.