1. Which best describes the dimensions of a Line? - Assignment Help
May 21, 2023 · A. A line has zero dimensions because it represents a location on the coordinate plane. B. A line has two dimensions because it is made up ...
Which best describes the dimensions of a Line?
2. Which best describes the dimensions of a line? A line has ... - Numerade
Aug 11, 2022 · A line has zero dimensions because it represents a location on the coordinate plane. A line has one dimension because it is made up of all ...
VIDEO ANSWER: So a line is a 1 dimension object because it has no width only length and it can infinitely extend in…

3. Which best describes the dimensions of a line? A lin[algebra] - Gauthmath
A line has zero dimensions because it represents a location on the coordinate plane. A line has one dimension because it is made up of all points that extend ...
Answer to Which best describes the dimensions of a line? A line has zero dimensions because it represents a location on the coordinate plane. A line has one dim
![Which best describes the dimensions of a line? A lin[algebra] - Gauthmath](https://i0.wp.com/sf16-va-mobile.gauthmath.app/obj/ehi-apk-us/share-link-preview.png)
4. SOLVED: Which best describes the dimensions of a line? A ... - Numerade
A line has zero dimensions because it represents a location on the coordinate plane.
See AlsoWhich Undefined Geometric Term Can Be Described As A One-Dimensional Set Of Points That Has No Beginning Or End?Use The Completed Punnett Square In Part B To Answer The Questions Below About The F2 Generation. Note That Questions 3 And 4 Require A More Advanced Evaluation Of Probabilities Than Do Questions 1 And 2 Because You Have To Consider All Possible GroupingsWhich Diagram Represents The Postulate That States Exactly One Line Exists Between Any Two Points?Plane X Contains Point C. Plane Y Contains Points A And B. Vertical Plane X Intersects Horizontal Plane Y. Point A Is On The Left Half Of Plane Y. Point B Is On The Right Half Of Plane Y. Point C Is On The Bottom Half Of Plane X. How Many Planes Exist ThaVIDEO ANSWER: A line is a 1 dimensions object because it has no width and can infinitely extend in either…

5. Which best describes the dimensions of a line? - Assignment Geek
Answer: B. A line has one dimension because it is made up of all points that extend infinitely in either direction. A line has a single dimension because it.
Answer: B. A line has one dimension because it is made up of all points that extend infinitely in either direction. A line has a single dimension because it
6. which best describes the dimensions of a line? - CenterStudent
line has zero dimensions because it represents a location on the coordinate plane. A line has one dimension because it is made up of all points that extend ...
Answer: zero dimensions Step-by-step explanation: A line has zero dimensions because it represents a location on the coordinate plane. A line has one dimension because
7. [PDF] Points, Lines, and Planes - Berkeley City College
A Point is a position in space. A point has no length or width or thickness. A point in geometry is represented by a dot. To name a point, we usually use ...
%PDF-1.5 %ÐÔÅØ 6 0 obj << /Length 3021 /Filter /FlateDecode >> stream xÚí[ÝsÛ¸÷_Á¾Q3!oí´7×éùñLry`$ÚV+QD_.ÿ}IP-ç&ñÇÁåb`ýÂÙ]³.ðèzusñç¿4»¹Íh©Éd7«ìCþË|·nõ¥;,HþfQ0%ò. ¯Û&ªªÛ-ü²©õ7ÿDÜÎ wRYåNf`NÛO©ä%óâëÀe^ëÈ?/ ªòÝaÝw}²v×ÃçzÙ EÁ+vÄÒ ÎÝ×û°ÝÙMÓÞu÷¶¼ð{[üº^ Ú½}£»_/µ¦ÿ3¡%<hV *ƬéÖ+n ×îݶéöß\íÁ^÷Íç}shà 2ïü¤_wµ}{µë yÉT~³(Áöa[õÛ&ä# _9ÁùW}ãäõfóÍê}8·5*<Äó+xY^wõ$©ö^×5{¤å/þvsAà%VHqIEà,[n/¾d0RÊÌp½ÀU¥È¾fºúÚüûßÊ"¡¥G·Jh álßJ©×XÌÙE1~^ñú $¢EÔÊD`¢cÔȽ~{LWÞ ÄÕY}y¹Í½ö_²¢¢¿:®8Ì4í $LPè¤ó`^ Iaà(T ®Ø@D² UÂvB^¦ñ ¢ë¨kjoéuc¿6È»XD#ÐÚ%R2J,¼af`ëÑ~èöõúîÞÌ3äÑM®6ASA Ì©T6Ñ(ö@:[ií#À{[5@&ô\"\Ñq .8«¬9çØ]óЮý¡ÛÙ¸ ÿË|eè:-ÙüÞ5«[ô¯ðvÝ5:HÄr¬ m¢®>¬W Ö;[·² 4®ív×ÙWïká~saH×$m¡¹[·íº½³°Úv5 :B LT&¤TÏ:§ü T)%µXuº¢,C|ÂQ*¹ßdï"^æfø¢q²ænè´{þQ¥QRö(å0ܬþ PxMö>»(ë¾W£_âIPevO 7ÑÌßO5@°Bªç7P4ãêëôü5iÖw§Ì·ÓßZ£àcÑÙ[g6DÓU°0HA{! ´ìÕôؽaïHÂê(&-ÅnöôbÎâ"29 ²~&ÎôÃÚ®Dϵ±S¼.¬¨ nî-¨`A8ò0 ,Iûê0c÷B°Ù¯Ê~àö÷Æþ6¸*((&ÍÄNÆôbÞÞ"2¸GdÝtÍ¹Ý áöXÁ)n/%¢LTÁ¢èÞ¢(RÃ:îBæÇ^/a¥/aYîe*9¯z%áÞxÂßWŸØéÁ^Ê[ÛkñX§{Us>×ÏÙ+@+xú¦Ö*ŤÛõÏÛõ X4õ(#[Ýä®× yô®w$4ÜõZK{CÞ§Ö{CRZU1ñh'4 }5=mõ/[P¤÷jgÁÖÛSü8n/5 þv|,5BîÌ} ä%UêLä@ÅCî¤ÈßM¤FȹsȧùÛëÑf>¿T ½ üNHéÒr×Öî`ïv·öºnãÄ oëÖS1ð|ȬèÌGPßÜ;¥·»ýD°Ì}+oìõÊ]ߺë;{©÷NM½Ù8³ÚTÔæ -:Ôø4.JTGTåáÝærV%Q»!³ÞÖÈ¥¦#ð¶rÕtÍ~kÝ ÕµKq½=@´B24ãß$¼5 8Öé ¹¸ô}ÒÎûfË 9ß#ú¦Óeo¥®X©+5m¨µ×ùF19¬{Ñ=#yí\à7m«÷á|Y·¶ðɦº©^Ò¸VÖ6ñWÆpÈd÷·>»w½y»ÛlL_©ë:îL¸2Ps/¸¢ùð¤P=ñrRÈ@*³HÎêdìW0ú± wÅé]öDqÅO2öí±:eè×¢óÝÛ±NVªSt¾]àýw©ia´BËAbÔÄò¾ilÑðRæÛÝÞÕLçy£îlÉ i"{ä^t1J.ÖIX j e"N° ÃnOúy¿Üé·ë} ÄÂJS|·§§¸Àð¹.ÿÜF¼JL´7öÁ}¢'NÜd0ãò¯H寤»þ!Êß$»IBöÀWbýD} ¶½<ëV $puÚçêï_µ»ßR0#>|È2ÿ\ï;[2a®µ½øNUa0Xìe&V8þ$ÀTé>õÀSËþ9-cúO×u;ׯk5t»ÖymµÞ7KýfÂÑ1ä¯Pdߣ{.w ¡^ŵ°g±ÔwaÏ^§Wæé`Ô¹Ìze^§ÿæI<ñáûµ!¬ÃI¬f¾¶Z!/3óµu(4Ë;U/È;=´±>Ú @Ox§ÐÞ©zÞI»Ô¡<Û `OX§PtR/{@:=6 åã¸½Ô øtI!N:Tà6¯E´{'¨ZCûÚg}pY;Þ$¢ÂY(;ÃHz%õEü³!<¿d_øº¶' iwdíS´×m-w¶¶^·.uF:g£*MF929 |Ù£LdÙæÛ*ÄP:îãåÕÑ4 ¹Ãª§6Ö¥à~cþ!i 1bb "'øvÆ@Q p·O6,WbÒ.¯/àH&·Ò2xY¶ëJ8ݰ 2|I¦ÝÅ¥·JdÍÅÓ¦)Ä:/B3 ¹¹>FVÄpö¾ÍXMñ)k4#åÌà0"X5dÒ3ü)=c,gv · {ØþX>²¤Y{:s»m3ÔRÏFRåPZæ.6ó_À»pTDéK/¸t¨pª§b¦µO:\NMÁbêy)£vÝ%GãÌD_gµ>¬dûWJ¸rÈ4A+ó®©§ZÅ °q x #f8½Uûb!qü»=ÒEò9êHüf>ÄôÆ9ï³-7òJS¼Ò¯4Å+MñJS¼Ò=MAD©cÈQÂË¥)"E?
8. Points, Lines, and Planes - Geometry - Cliffs Notes
It extends infinitely far in two opposite directions. A line has infinite length, zero width, and zero height. Any two points on the line name it. The ...
Point, line, and plane, together with set, are the undefined terms that provide the starting place for geometry. When we define words, we ordinarily use simpler
9. [PDF] Worksheet on Points, Lines, Planes, and Angles
A point is a position in a plane or in space that has no dimensions. These ... A flat surface that extends infinitely in all directions. A. opposite rays. B ...
%PDF-1.7 4 0 obj << /Type /Page /Resources << /XObject << /PAGE0001 7 0 R >> /ProcSet 6 0 R >> /MediaBox [ 0 0 612 792] /Parent 3 0 R /Contents 5 0 R >> endobj 5 0 obj << /Length 47 >> stream q 610.56 0 0 789.12 0.72 1.44 cm /PAGE0001 Do Q endstream endobj 6 0 obj [/PDF /ImageB] endobj 7 0 obj << /Type /XObject /Subtype /Image /Name /Page0001 /Width 1696 /Height 2192 /BitsPerComponent 1 /ColorSpace /DeviceGray /Filter /CCITTFaxDecode /DecodeParms << /K -1 /Columns 1696 /Rows 2192 >> /Length 8 0 R >> stream ÿÿÿÿÿÿÿÿË@Zz´nñÿÿÿÿÿÿþey§ï-1°_ùÍ©{È4{ `¦ß#Ù®ÓM:ýðO MtNß¿íB|&h ßÿèéÿ(ÆÉþÞ=5¤Øíõ ¯o§öýtIßÿé?ù³¶gé|þßÿÄ>ßÿý~¿o¯êf×§Õ±÷ÿßÿÿÿÉÓñöûþS¯ÿõûµôyöû_ÛK÷ü{a~¯KüþDßöÖëkëÝÚ ÂÕ&ý¼÷ðÂÄDDNl/i/h0B1QGö^"( ×±]ÃÓ]TÅóqqàx*ÍÄq!Ç'Çs9ÚÜÉÁNg.å¹È£;9ìðx+CÙþh;8G>¥4ÊDDDDDDDDDDì¯7F#¼b/Èñ°R0Dqä`4ËGeã¨â""""""v;#ätfÓ!£.æ]ã ¶ ±;Dts1Ãx2;/2ùx¾\#²ñr#åâàx72ðɺ#êC$ ¦õ`,¸Ä.âA¢èËàÓPrãÿËHQYLÔ®?ó ¨¸di.DxÍæOÌ Ð5ÂS!Ñ ¡¬Sô$ÃåXæs^ðXä3B9cr ¨"Lr+æ·8äÇ"8<4,rÇ Ôä3G-ɹàÎUsA!ªåqBä%rr¸¡ÄDDDDDDHÇ @äÎg3r¶´Rrq+CÁì«* 6ÖB2ÏsÙ·(sáXx3Ч#²¬DDDDDDDDHe·$ܤ¦áÌå¹Vw È9cw"A j ¶Stb"""""v±Hæ]DxËæ"ùÐ` Ä#Åî""""""[Ã!q)ËàÑÄDåÙp(â%bÿÿÿÿýÿÿþCDÉô¼Ë²¢F?av£éÖLîɱM^õ 0&:b·,ôìèÚýÞ±htéÄXL'¯¦?ÝIë"ÿ×»M&Hvú÷ZpoörýÿÿÕ Üúù ïù =/ÖöMò i<ãUÜgiÿä(úéþéÑ §ø´òÿ ÈGò$cÕí:ìÐS6&3As¬y3©£6gWÌòãÿÂ_¿e8_×M}?âozyúOá¤D¿È-xOÓÓï Â'  WTÔ¿é=_õOOÕipÁÓ¤ú·¯Hiúä,4!Ý?ºDõÚzzi¿ziy ·ýãßÿþ¿ü¸xaéõz]ÔNྴ¯ù;ôx0H&¾M.Þ©õéü& ú¯ÿÿÿ÷´ûÅ©§X_ÓÓÞ©_ëCüÑ êk¢Pé_DÝߦâSÿßÿÿÿÿÃ_§×ÿëÌ`÷IÞÿtQ¸«¦>â¢7&ÇÒþ¿ÿ¿ÿýµÿ¥Öÿÿ}ôÝ>ôé=m6}jÈàÿùOÿÿÿM¢ë¯°ÿÿáÝw×ÿëÿÓ«×AÖ?ÚÈ@ÿÿþ½|Âú#ïÿï·kÿðþº»%׿{¤úO_íaí¯ú÷\]ÿß Ãÿÿ·ºÕì?¯Øh¿×¿Wÿµ³ïïíµÿ¢tq_ídW Úÿò9Îëß}ÿk_¥ÿÿrcþÇùãýAýÓ}~Áq×pïÿò!|·_þßúa¢Qïû«§×ö/ãÿÿýl}¯gðöúÐ}§Uýÿ ´ÿïÖ¾\+Mÿýªÿþâ¿øüÇ c¼ÀýìÎ7¾?õÿÈÄ:ôÿÿAþÚ®ýÿdý}nµÇ\_ðËïÞßü Úÿ¬EÿôÃì¾í{ÿ¯~Ò_o¿ÿ_±¡öûÿ»ëúÿkÈß÷ÃUMvÈ®¯ÚÿÚjC¿¦AÇòׯþÞ¿úÿë÷Èâ¾¼,ÚØ/tè0¬5Èਯ°M/µívÈqÓZ¿Õz_å=_ögg½}°-oöìè2kjo([(¬+Lá  ì+ßÜ4Âõö«cý³jm?¶ sÐm£êÂ$?¿ÂîñöT¯BE±HDDA#+CË0A¯õ&ºþ8®$óñ Òâ¿b¿ö-ýoñCG`0B3¾wLð ÖÂõëÿaGÿ׿ÇåÖ sR#6¿Hb""""&§¾A¯OØMmWý®6;¡ÿT"B"AyÏaS³M5 öê1ÀÿTd´FDDhDDDDaPaT~B« ù¤VEI,DËÄRA+I|iøÄ/Ô±ü"ØVGâ4¾?ùÿÿÿ&?2ƾ>©ÚeIý=|¯±ýÊ·þ6 GÈ ùª;érïÄq¤øúá£.â)åEû ãfH3ìþa¤ÊFG£¤HÕE}NÖX@äcüï Ó.IçXa`Éz3#ñ)óÙ¶BO¬÷àÅ õM=5_Piª&Ð ÏA("\ÌâäTfâ Ç3Wÿ§ÿîø÷Dß4=4MÚ-û ïOÕ===0AùÖTA¨A e''qG³Rî:¯kV.&½7C¾æw4iyé§§é®L&wAÝ A0'.T{93Ñ ÉÑÈÈNkÞäÿ¤/M¥¯é7úX·Cáôh˸Äïôg¢q¤å»ØOí4ôÓ ºøL&0=ÂaNWõäH¤üú÷ÿú~)·§Ç´Iéþ'¶Ât\CK5¶ÑDãéßé¦k§Vúzêý²M·]~½?½}7½=ut¼UÕ8Ý ·ÄöÚF7C£Cmë¢cºEvé¢cþ½Ó××öªaÿõ}9¬ø^PÿW_kûÖ¿Åø¦Ç¨§Ié¿úHzn'ºõ÷ïð×þúÿÿCü'µþô==ÓTý?U¿]i1õé]~Óÿÿÿÿ4N>¸aÿÿúï¡÷¿ûðõîhûþ÷êºz¯ÿôݯßûtßaÿõhDãñWýl>Ð×0/VúÂ}Õ¯¿^¿ßôÿõþÒÿÃiv¾ÿÿè?ðä%ü0ý¿ÿÚëúõ®þëaµøá¯×ø}oµoýô½ut¹a+þßÓõî¿èXzÿõù'l?û·ÿiý[kïßÿþõÿáî·äa>ÒpÞÿÿñûÿa×ÑÕ{úÝ6ý¥ÿëiz¯oÿ·é+ð^¿ý;z½ü ÿá¯,úïüÞÎãµ7%æÿÿ¬þ¿í/÷µ×_ú[ýC{ý¯×/^ß×AÚ¿òC¦¿øab»icدþÑìyukÓa;ÿø";]m\Íkþ¯öºÿþþ½¶WYäô½¦½_¤Õ¦«úÿد¨âwÕÅ1_çIv*×JÂwúõëý¯ûû÷ûuõal&°P¶A¥ ußû[]ÓM/ñ]1;بòúö=Ì.´aæõ÷¦ÂG¿ìõÑÅí¯ç`} `qеA VL&ª¶_õ½m0£ê+â¸a/+ÿÓûKͬä=DqÄDDhDDDC ¯ ÖMSM5ïú¿« ¥ûØþ+b½I?þ""#4ÖÁS[°¨0ª0¿¥aµñ×\DDDDDDDDDZi¬0¨0ºk]üGÄDDDDM1+ÑÔq6ãóCþ ü¶ÉýûQÿÿÿæBQjÓ&ÑW}NÖ¤þ¤]$ë´îC¹W¢¦Kn²m_ö³;;íSÃËäA×ãXrd)Ù/qù9t#Ad4ÏfØAfyNÈÌÜu±ÿ¾ÂÑ'oÞ¸¾ ¦j4jÓ¦T&~MPdD EÌë#W[ÔWþÿV&>ßNµ×Ó é§¦ i&§-PfäA`É8ÙNÊC\ݤ\uþaÿÖMôEÇM}èÎüÖâw¢oÕïÕ4ôýÿ^ôÕ=0<Âh0E.g~@ÌÎ0Î,£0ûõí !Jâ|Ó|SøOMóÛiõÑ7jèâT}bwì'NÓMé=Âj> Õ3¬l~90F¥ëßÞKúzT¸¬[àO^¯ú½¦ ÌýôMÿ0ì0¥ÅNNÕ=T&§öñÌ?îÚ_]ÕÿÖþõZONýýÖÅ7¦÷Iô¯ç¶ó=:¤[¸úiúëÔ(ÿ^íÓÓÝ}dÞ5Ó?¯µþ«¿tºéø¦ý^ÂTúM¢v=&ëoDãèÐÃ[U_KÌÿÿÃz)ß:ú÷Çêþéé×민(¼WNµ× ´ñ^·Cô)¸ÿëöÄuV¦§õÿKúë×î¸ ÓïJÿO¿¿N:ÿÓÿ^ÃDïUÚ.ûñÿ~¿þ]_{Ov¯diý¤ýt5×ÕþÂêü®Fÿøm&®EÕõà¿ûµúãÿÿéºå»uï÷Ókõëc_] ÁZëïë©j=?òD~ÿúÿÿöº ¯ÿÿÿý?ÿßO¾ÿ}wý k®ó¯ùþ¿ÃÑyÿÿÿëÿÿçýÌû]k÷×ÿ]éõ¿÷ÿà¿«ÿéïßÿÿÿß[ÿö7öaÚM×÷Úözë]{?¶¾¿ÿöºÿmÄ_i®N®¿ÿÿ¿ôÅ&¶±Q^¹|Þ¶þÁ~Ñÿam#çilwûÛfkáïÿ¿úû®½¥ÿñ×þ¢h·ãbb¾+ý);ø¯üsð¥ÿ¢é¯_´õ½µÿ[þ¬&×ïUí{ÿÓ^×Oò;£ôö8¥_0ý9ÇÑǯÚM¤{´»_ÿå9NäcÿX0@Â`¬0_L Óiö~ÂkÚÿö6¿éÿcïØEZbaݪwó8iZ_ô"ç³´º>""#2ÓA Âuj_á¦üRß±_ÖÅ+ñ±_ÙÓZô#0MX`~a?×þÖÓµí?¬j÷wí!ñj a4ÂÚöö¾¹cué$DDE¡CDXOºGâ>4¸U÷a$Zïu¤JßÄDkëYÙ!l ôÿM§õÓùÛæI~aÓM´þ¿ÿ*Ñ'sùO×°f°çh¨Ê¢ßñ¯ÂöAþNªO¯ÎëÖ; H>Þ>E gÙ¸ Ð{g2AçXÙ{A*ú~IÀ~øAªa? ÓTíE&ßê¿iý«éÕ{IþÑ8ú47Ö{nûâXô\?Øab-5Ý4ßúBñM¢v8&÷ã}XKâ/§âºzt¯kè_ÓÿÚ×NÓפÿúëªêÈ7û׿Zóûÿü¸a «ÿýî¸ý×áµÿïÿùõUÿ½¹yýúÿícï¿ÿé?ëúëùi ¾ûÿ÷ÿû^¿Ü åÿÿúþ·ß׿xAÅôWUþ§¾ÚÚê¿Ú¢^Úö®¿¹ á=W°³»I¿÷´M¯Çüx%q8þ¢gÜq_å÷S ܱÿ¦¯øö¿i¯ãZxõl&tÔ.¿kV_»ZNûÁB"ÂeèZ Áx´ÓMPiªÖ"#ûÒ¿ú]¨Di¡øúÿ¿¹{´þÃVgé´û }ö^aUüïÿÿÿùýG²ÐUz_×ÇÿÿËMbøÿÿüã娡}~?ÿÿÿÿÿ\ÿÿÿÿù ?ÇþwfU##?ödÊ;Y__Mò'díD]ïa¬æEEôú6:ôZiqÁÿí*mq®+q¢í3´°ÏOhøþ1ÄR+YJòaVÿó`Ì2A.d6%ìN¹ÌÔ5þ¿Úi@ÞÄú,v¨0P&¡ 0@ÏÆàA¡èämKµ4ÌE¿×ýDU6äéþ-=Bªz~~'L Ð5Aü f,Üf¸ÙØ_úæ²ÛÿéòáM t`q@é5ÿ¿ÓZÔ&w¨L áæ óH "Ñ dì6ÎDOÇ È7n+ëk¤4¢pþÂÄÐÑvý`v½ÜÐåÅ ¾gzýÓ¦¯ØMPiÊj ð5ÆàÌó4ÂóÙ:±Ìàÿ_ȯãkO¤ý>üWÐÔS¤/]t=<0ªXí!ÓaiÛ¯zziéúzé®ì&Æ·õoëK÷ÒúÁé}7þÛýcòñE7Ä íù¡µ£;`7v`¥ïÑqûþÒ~îhÿßì«>÷ÿ¯¾¾úÿ÷ÒxOÕñ_ãè-µÒ èÑDáøú4A}ÂDßør`¨ëÖ¸öCoO[þºþúÍdÝÕ }?};ôý;ûwZ\Spëo⿦ÿlÔ9cúÿÿ Xy'÷ßû÷îßo«×U?«û'Z¥ºûu«ýpºoÒõÃàÇöÿü7.,8¯÷þëØ}*5Ðÿ§÷õ ¿v뮺{÷ÿé¿Ä2;ý{ï ¤0äCÿ_ÿÃôNÓ~ÂÿÿúýЯXW×õúýgjAþ¥Âkò0pß«ÖõÿíûÓþÿý~µè¯#¯vúþð¿OâÿZ=îßþuþô°Ûé?¯ú¤ÿþÍE|ì?ÿþ5óµ°Êÿÿa?×û^×_öÿÕ´ýwÿ¿ÿý^äPß"øoÿÿ§ó³0QôYðoì_Úµgïø"<ÿïÿnÿöºÝÿëý|ÕùzýCÿ"£àÿÿúÍÊÚ0ó¦Ù}±VöfÿKý}´µÿý~[¿ûWÿúùzíCÿ¶ë+Cýü¿þS¤_ð?°üãµÖÿ×^ÌÒÞÿ«ÿÿ¿ô¿au]0¯a0Øâ¯ØñÇÇ«ýíÑåÿ³í]°7ÙëÛ_ûÿßµ0¹OôSº>G5A¦A§ÚkÖþö·}j=¨®?ÂüNû#Ö'²ý øvoKÿÿ³µd3!ü8!"!kà Âamj×í&Ó[®Çí,qIq±û\ÿöG`Ø| ®6>8Zkaaj]Wµ´ÂÚv×_ÿñ±TÖçÃQDq?£  ¡a0^TýÿÚam$Ñ Cþb^DDDDDE¡jA£X< Ä®Q ÂÃH0E@<~*`Á&·´¢Lþ°`°hQ üA(`°è^È`A #.ÁÁX<~ÂÄ®j gðdËrÇ3åÂá±>²ø<< d1£ù\±Á EX:)à;-ÉNAà Ø?ôziFY ¢IýH¦Eú ðE2£ôflÍÑÝ">]ÿ½0zíbK i´F¦L®;.äÇ|uÿñÄNÒ¢];5×%z_ò1ÏÝØ&e.Ö>Dãg a9hdüÑÆÙChæB.¹!÷k´RW bG,uÉ:Ó¤Âw Âtª¡4íB xyèÜlÉFfl§ÍÇFjÍÕk+xó½Ìý'¦JöÖkö©¯i Âôa2à÷.{Úúò ëüÏÑo¹§ñ;Ñ7h»¿Fz'ÓyoúNõÓ]0¡0Ò÷5¿F|ÎÍ#g@9ÏÆfFFÙÓ)t]¹yc¿Å7Iø§cÚéÒºn)ºQoÒæz.<¸óEÃûM~õM$ÿýS¶©è4 gã Â2\Ìã[@È&ÒÇúë«êÒ~´þºþ)¿®)´Ò°U1Þ¯Ò&øþ¶÷[GßÓÓOÓÔ&©«´kþþ~«êõ}þÿ×_ÆØÜLâh¤ÚA¼-6×?z3÷?¢ã¦Û ôûì" AÿëWë§ñk®»ÿþ_ëzkúøI'¯ z¿Mÿý7e&ý¤(»m#=q«ÿÿýLÿû}}ýÝ9õ]=kqê¢ë×ýW®¾)ÿâ¦ÎÒ?ÿÿûüuÿWýïÑ6ý>«[Þ^5_tþ·}=6¯ÖºOOàÈ>Ê¿ÿÿÿëÿè0þö÷ëCþ¯òÝÿuÿÿþº¿wë'2Oÿî¿ë¬þÛúÃ~¼ -»Ñwªãõº ÿ5µºzëþ§þ´¡÷ùÁÿ÷ÿÿðVgþ¾ý¿ù0Ã_ø/§Ã¯áºûï÷ÿÿÿoę̈ ÿïºþ×_¿ÛÿïÂßéÿ#ÿoûí¯ÿÚkÿý^ÃþÓAöMí-oí}³û÷·^ÿ÷ëû¯ôê¿ý©.]¿ÚüÃÿµÿÜ0ÿæ<Ê KÿSVÒýÂë¿_Î/÷þ¬Ïßõÿµ¿ºþ8þ÷ÿÿL7ÿYäÿö*<½KÇüqVGø®É Ö¼ßÚûaõýÏØY©ýïß¿ë[î¿ß¯VÌ¿ÿ´Óí_´ì^ׯ¿¬0?ãÍ´º´aÿØXh±ûêÚ¯¢ÏEÓÕ¯Ó}ö¯ûÚÿ ¿ÿ´Õ{_´Õm}?¯ûâ¿ãbµô¢µK³?Ú¾±¶¯ï·úV?ôÐa´Á5° Á· S_°ý µí~¬'ûCk»ÿbqöGØêÒØ«¯¬Â7ú]nd6 DÂT* t¯ØL.ªëõ¿j£Ýéû8¥¿;ÔPd1ËqVªéÿi^¶·kZéúKw (â"""- Pì!Ö&·Úh0¼FÎÓâ"a° ÝòÍ#\DvÎÔõЯØwëôþ!ôþ>aKõ¾Gß÷ó³W6:êM¼=ý?®Vv̽ôÄ&v[¯ë׫Gï¿þ>µóùìÛ!²37£§)×_¾F¦©Õ0Ù³ ñèeH< ÍG#¤kõ_ ¯¦ªí éMôÓ0?Ó'®UtßÕ?NXïûU¹oTý? êOêü×Z¡Ë³>T[Ñ8u¤2Ýø`pôæúáÊÚí?Öq< Ç^!6úNØôº->©¢púâÿOõ[îÓ×ý7OíÅ6-ÄÎ'?×#Ýuõ_ÓÓﮪ_ðÒ¿¾?û^¼ëõ½oý÷§3oÿýt>«ÈâUhzѵyq=F߯ªëø"=Ñ!õü¢qüxýÖU©q>+ ÿÈ¢?Oÿ!é´ÿôN?Çÿ§ïå¨úO}ÔN#ÿôù ßIn¿ÿ_^¼6µíÿQêUW¯ÿÿºÚö¯ÿþ_Ç×úl÷þ¶¶ÿ³ûavÒýý®GþìþÂÚPDv¶ ÚG>ÂÚ,kúÙÿïÄïéúbaì{0I+²ûö:ú°¾iW}«ø_ÖÉ?¦XëØ«ý²=ªªðÂëaaý¦M0Úiz_ÚØÖaý""""""BÁw3Ô°O«ö§Bø¨°UÌ d_Å/§æE?Çéúíúÿùf¤cøÇÿõÿÿÿÿýÿ×þF?Çÿþ½ÿÿõ2]ÿÿÿÿÿÿÿ׿ÿ×¾vH¾?ý{õùݾéÍc¼®©©Ø$viüå]ýÚL2,<U]÷]¥i£ñÙ;;RCýì-D|BôV2|(êº{7¼êJYeSPO'ùê\RPDZ¹8'3AOA33 Ï*ðD~¿_ÿúa4hza4Õ>Âh<ürø Íkffq2fêÿú];¦±éůa?Tý=zyÆT.Y<ôr6Èl8^õþ×íUbÓ°Ö 5áî» :TõÝ=0õ 02@Í fÙÈôhWûY$ývBÓa~h{Ë.1;ÃEÃÖîXÿ{N´Â{¦Oü'ú¿¾J8ÉEyÙ⾸§Iëô'8A¿ÑcÑ7s;vkôûÿÓ׫Èï Àô¯÷8]?ÓÂn®ºûÝ'¡þ!7MÖèÏ0 ú'Xú¯þ¡8
>¡ýèÑ21ú¢c¿é§ªa4ÿÔ'§û{`˵ 2qAÒ½éá:WÓz\Sé|Si7H4N:Ìú}¢ËÑnæ¿®·Ò¥þ©¯¦öÿzÒzëþ¯ú®¾'ZMÅ?ñX·£Ú.è>½Q8q*>¯.)¦þ©ê×Òëß½úöÿíz}¾'éþ¯úwb´®úUÓëõi .2àzè>xa ýë¯þ^Ý}×k{ÕiýY:ê½÷^)'×·ßI´Äð'UÔV{Mÿ ÂL:ê3¤¶êýózþ¿ÙêÖ]:·úÍyow×÷ûîþÂöi¯Ý¿j*)¯ö+Øø4µbqÿØV&¾¶êhÏé>ÏM¯öþh`¶ÖA í0iú ÕW°©ëü/øë¯ö:êÓ 1êÝ=οaa[ÿ°¾ëx?±ÄDDDDDA Á»NÂé¬0½¯]Ö¼SKZÕÅ1LRZìd{÷õ¤""""BÂaBv©-úk®õöÿak^ßõÁÓO0¡½ õ·ÿȪ+ɨ0_¯Äb±Kÿ°" ÞÆ*¸¯Ò¿ÍÿÌ·ÿÞºMýÿÿæz_ý2½=½d;WOô£ö2":_MGÿU£ñge#__Å}¢NùF^Iõ5ÊL Âó?AæF¹HøÛ<Ênn V¾úª~ÐiáL ÂÐfqCpÌÆ¶{LÌ33Aç#ÒZúkÜÃÓôýSMô¾ö©Áfq¶\Ìw¿OÒÑ1Ú.:49¯ªrc×¥ü01ìúkö÷§ê'|Ñ®¸m&â±âg=ܸM~¨_]z-ÞôôDÇ}&ÂDþ¯þé¶êºtTÿª_é6Å<»æçPõZÿZMù?ÕkÓÓkÓë}WMÕ¤õ¤ÛÅ7¥ú¯Øý`Õtÿ_ýýôëïºM×ÿä?ÿðú|¸ÿͽ~ûëýtí×·¯öñ×Õh¿®Ãßû Z÷õ~¿õøoù_Eçöÿü:½~?_ÿþÿè?ò@ú¿ò4×Pß§]%þ¿ÿ·#þ[ía}ÍmpßÌ?ùßõü0ãÿÞýÿéÿ¿ïoû«6½Ö÷Wü7ÿÿísöúÿfjÕ5µ÷úûÿׯ_Ã×þÂG.Ëó8i6[_ì°µûýêÖÏÿjßÿwýX¨¨î8þ'þØV&z,q°Ñ^aéÌ&8Þ¬/Ú0ø";]/íäQ×ý÷Úa{_ÔB¯j+âÐkkñM ö?bKü¾oStÝÕa¦Õ~Âu饷b£÷úúö4WúDDEBÓC0MP4êva0½¯i¯ø®øB$èDCA4á_´þ¢""80C\·ic~+®×|F½ù^/×ÿÿ~½úÿúÿýýô¿þýqßÿÿÿÿò6¾¿þ?ÿÿü²-¯³4ü?Çÿÿÿÿÿÿÿÿÿ¬Òcú¥³³.?z"uÕ£µJþ úcA h¬Fq¿ýêVYdH¾ÙSGi>gUÿ¯æyNH0Ag3\l~AöhfqB5_ÉJü«_ +ÿw駦OAðç£lÁAæ arSÐHDØßúú&é=4õôéSpéý°?ÁgØA,Ï0Ê"|ÜgÓ!«úw¿Ò¯¢ÞÆ'xará§h´ÎþN½tÿ é ô© S ü0ϲþ·#|×þ ¸ Ý7OélOl'Oï3Ñ7a ¢ÇsÛv¬é®¾é¦Aµÿñwÿõ×KMStÚ]üBnOO¢qot\^g¦òÁ½ïUDÇ~~ºÂ}Âu}®×®ÿ¤ýX¿WitÜSrði'Nóôú44N%P4}[ŰAý×CÿþA¿éûéþýz÷ê)´é²ÈZ?]ý_ÿ]?á?þ¿Ï®Ú]=:O¥º¯éÒË °4ÿÿö&ÿÿÿÿCú¼À½h}qý×íô5Õu×ål4êÞ¯ü6ÿÿÿDãþú&?ËÖ¥ÄúxÿïÝ9d&!~>»ðÝwÚýþÿÂý¸ûöïUý)ù Ù_õ]wý/îïÿéÿäa?OȾBÏ^ÿþ:dÔ4Búì{¤·ÿï¯këÿúüºü½¿×þ²hBü³¾?ïµm}m/ÿSëýÿ×Ñnö¿PÿÒ¯ÈÙ* ÀÚÿÛù»Â0ø";JÒþ×í+ñÿ³ÿúú·ýjßþ»þÁMqý|=øaX¯cb·/ìW¶½aÿÕ¯úùú¾Ï^Ú½í¥¿uùd8/õö¶HuÅUÇ×±\WöÇeõì"ÇÙ}°T²ý ûFyÄ¿úí¯Ùü«"?ïMBökö½ú× ¬W¼l~Çh4½´¿ÒûL È0^>"""0B¢ÂAûaS_M5õµ a/KÅ~ÇìPLÔùØqDDDDDDD0AÓ° Âi¦^Úö¿¯jÉÁÖ""""""" Âj[XkØJpúX`Ay{P$,üD³ò$«ðä3ÉoØ0áã@_ðeºÌüoP`¸/òÒpd-è×áîÿW4ÚùÚÜB¢+hR+í~Öìï#µíôB®C A}mU4Ó;áÖqùØsDDÅ´}~ÚHï¸"ºÀ1û kL«; ÿLP@.ºµ#â¬ÔRÁ}B+ª;ú-×ã«YÙTa+ÿ#Fi2Aç#fH3Lämd9bCÍËëâ6@R¸°cá©ü Ðiè;5I}ªü4{3¹ÌÙfggFTy0ÉgBõÊã`¼OM?Â~¾·ú~z¦j0@ómS3 èÌãlqÎdC*â¹±Ò#òßÌûâaÜþaØan°ë½¿úi½¿ÚiêPø ÍPL gã8é²0d33ÇâÑîW.ËÒn)´NÇAÐMñO_40¾Ñ8zûS=¦¿¢-ì.Þý={ Úá¦Ða08ý¿+ÖÇÒzé뮩¿þ+úþø«Iâ þMh¸z3ÿÑ8ħË^½ õ´ÓÿÊäÇÿ¯xM¯×õÂé¿I¿úzºt¯zIââx} < Þú'F|ÑÕQ1Úé~Wð^?WNþÿý6×ÿ×Ó¯]i?ZZþõôÿãÿCÓbüÃÑnÒy8z@}A{úÿ¯ÿÿZÿÿý_wÇzÞº~¯ëmÛbºn|)\Ô0v`ÿïõûý_©q?ëÞ ïõ÷ýBgÿûõZZOOd"sRÇúÿÿÿÿÿ¨×ÿÿÈá+ë0*ê½_ü ÿVuÛP«ã׿øØàØõدl&}í mo´¼åÿúëÿ¯÷ª,Ùp_þ½ í5u¿ýÿ©ÿ¥âþ**Eºÿ×Õ°¹Åþ¿çë\ÑúT øa5@Â|AªÝ õUûMPi/ÚöKí5íuz×Äãâaúkö?öÁXáN9òÐTDDDDDDDIÓC´Ô ªa0¸M5µõÿímWìñU¤é¹òâ¾"¢"""""!NÕ?Ö]¯¯ö_Åh.þWÉ!RA® û5½Us{£ü(¡¡xøÑ6$ÿðaE5¹Øªøµ¾=ÁÒ¯RÐiÿ)à 8ø`ø°¾?2Zf@ª©´FGa(ùÈè÷V)©\ùV§`o$â.uéÿñÕ¦Æq[¾¼ÿÓ\hÇaÝòÇ òO)ýfW±UhuüÁ"1`AQÈÙÎ90"!d÷Ëuãßû §PÐ~Aê S3ñtÔÏgãqr9A³LÛHJx¡~WW}5OUô×{×OL'k§§úøAªyrA ÈæÙÈ×wÑo.<9!ß;Ñ&í1;åéÿ×Oôôý% á5AægãñÑ"AÆÙ2 ÌãmÅ6Òãt:_õM7\ ÿ¢Ëþ'~ ÂþaÜÄã¹oªé×ÞAújÓ¿õï]tðëÒñëþ¿¯ôÒp½:BüôôhéþôIé£úÖ«té=kû úµýú¯ô)þ¿y8{ôh¯Eo¹Ráó÷ÿOÿûíÿ_OdAô'Ûÿwô×ýÕÎ8/¯ºm ÅÞí:üSzWõûÈá28ýuõëèz÷ßõøý5ï];×ôÝ7µûÓkÿøãïÿÿ×°ÿÿÖñ¼_e9û×]}}uÿúà/ÿÿÿÑ8òoýê¿èûCÞ=¯éÿÝUë¦ëÿ-Aaýn¿ÿ]ú5®ß×éuþÃ×úCÿÿêÿõïÿ×Zëûþÿþ¸"=ÿr4>ý½½}¢qÿÿÿýþXëú÷íú_÷úé+ûÿÿP_Zú]ëz®¿þ¾qé³Öï[Vÿý/_ïÛÿ¿ïÃÿîý~¿¯þ¿_û`½CE#°¯öÞú®ºï¥¥þúû߯ßwÞÝÿÅßþ6?b¾6+ü¿Ú0þÂ°Âæõ÷³Öÿù?¯áUouµ×ýýÖ§a®Âa«U¯ñ^ÄÃâa× 'ײþ_c¥õ$u§ÿiºýÓ×iǯa0¼0¯i¯Úam}m/uÿÃYÜJ±3í}v³8ô¾ÞÖâ"""!Ä0©¦kj¬5ì'kÚÚ¿ø¯¥ö+½ê?«#ÌWýñÄDDDDDEDB"ì&`©§öÞµ÷ýÚkøÚÿ¯Ð¯&vv/a{A¯ÚkÒoùÌE!±!L&_~R®"""ËqaB;KºâøÔWMWã_ÿýú÷ä×äÆi)ÿOS²ØïÿÿÃ:þUWñ| óqÔÊ| Í¢'ιÌÏ:Uý ª¨A ÏÆu"Aãñó$ÍHã!ËÕ=4×ÕBv´OÐh0Âa0?áø`»DÝÄïwOÚ~ªëMSÿÄñ§§iÿU?¢c´MþÅþmáÿM¥ø½q< â.¼Bzmn Ú'âÇK¯×MÕUßÂt¿é麶׿ӯâë3íÿÚ]'ºë¯à´½xCúéºïuÿÝ{ýqú¿Öµúîwiëëÿú'¯Dá}q^ÃþÈâ5ßþE§ÿè=ÿØümUå¨ÿþòEÝr3õä"ÿÿKµÿ_¾¯6~]Oÿùë×þß«¾ßÿRÇÿm{V×ü'¬:³ÿ½¦Õ{I¾ýõ¶cãþé×ivµüô·Ëx׸GÿS8¦6l,Nÿl-6æÊ?^ÕRµý5´»Â)ÿ'OᦰÁ8a0ía ì&iÒû ª¹wÄDDDq`TC aa ýâÕEsµDDDDD0üdÎHkÔ~M{ÿÿz®ZaJö5äAþ?zÿÿÿ«õïuä0?Qÿ_òl¼*µ»èWû.#h÷â""C 3!°s9c9¬ÎTB;Új¼DDDDDDHCØ9ìîLr<Ï¡æS6È 1Êr¨SÆPRÉL¦¹Hà G`mÄ!Åãª.·âAqÄN9á9rPä!ÛKâ""@ðG rà@ä\! ®9h+A[ ¢#ÈQÈ£\q8än"$6Chq0çHAÅ"Ccc!È`rKãjH)Xäs¹»dq! £cÐ;#äGb8-ÁáGÉ0âBLrrCä0çÃÖ`ä"":ÄDàV8@Àä8â""Á#DqÌ8rPä2PîÄH)B¹Ç!¬8'Ãn9 qÈj"â$09cG x£äCHq ¸â¨ãÉrÈ(;¨Î9 QÇR1ÄHQÈ`rÇ Ürc²8ÙÃqÄÄÈlGbC $8n8RHeLq!Gdp¤x ÈâÀ Hà`¤p<)p.G·RrPäA´rCÓr x5CPrÈçÌ8ÓL;b"DÄÃØ8¤A¥ÈÇ É òC!ÄH`rÃ8Ã$#"@ÝìG@q!ÇÈå$r#8jÃ$>$2q È9¡Äî$GA r:DÇcÎå¸ !Ä! ¤â Ö9ÃØ8Ø8.? ´8fDqÄABcu p8 (âBF8ÊâaĸäÜDDDÐú0ä4¨8kãkHD±Èi""C@åLr1Äqñ=Íq \r Ç! û>rüD ä""qÉB"D9Ãg"aÄDDH499! r#£ÀâE! Ð:!ÄDDDH£ìH6"@ðhDHiXäG î@Äâ$:B,àA3ÙÙ3àx9!Á[#²8Ç!G,r"C¸x¢C ·$9ÁÈÇ"AÇ »k㢠Ç,q"w8âAsAqË8È*aÅ$DYñs#hDHqÈj"AqÈÇdp[(#Z(Dèò.p3 G#¡ @âCH£âA#rc²áÈäG B8 ÃÁáËP&GÈâÉ'HÇ$8 r1ÈAÄD¨'Ëæú=D|ú8EãÈÞGâárcÐYáGñ#HQØ!ÇQ"@¸ìqãÀä28ãÜÑDtGè»/¸`Èà¬G0+.!2Ár ÜcRq;Nâ ÑV"!Í¢ËäpÔ# B=;KEZ6ó¼¾GFc/Dv\!#v_#ä|ÀñÄDDDDDDDDDEÀðg˲áàxXGä[`¥þ[©q:©ïâ®*#Ù®yoÿ[LÉ+ÿÿ÷¿ÿÿG³¦UrcßÿûäâÎEÆpP@Á:ÆN<Áá×"¼'q 0Aì ôa4ÍÁ7Ë/g3t.Èl§Èÿè¿Mv!Úzqzh>.ýSAê¡h0^7ÁIÅÆ GÉ2(FÑc>;z1Éð7ûDðh9,q64O#}|XOâÓPMâÓOM ÓNËÀÄQ{á=4ô&ÐO ºztä±¢|þK(4\4NÚ','§~½õz}+IéÕéº Ó}?ôôé¸Aºáá¿r|Ø$_>8tYívú~ºzµzþ´ßúm+útÒtt§I¸PAõÿÿïZC]7Mõÿ]?ÿãÞõ]?é=RO×oIýãÿþÿÿút´'ßK¦únºvþÿýëÿÿÿÿÅÿÇSÿ§Ûÿý_KßÿÍv\ÿÿÿÿÿaÄ÷õï]ýݵÿÿÿÿþXÿï?ÿÿWëÝ}ÿõ<ëÿÿÿCÿ0dÿùOÿÿ×_¶Óµ½Ê/µ´¿ÿòGÿ¿ÿâ¾ë§íþ6×êéµmoû§ÿÌ×ýßûe"»(ïÿ!ÿß¿ÿxký ´[ö¶¿éÿº×þ»ººþÚÿ¯Úéwbaÿ°ÂLIcí/°%ÿÿÃKûõµµþ×óý×¾ùõö¿¶)b¶+æSþûa$¿Øa&6kôÚOêÚõkpÕ}ið×í5ÿÿ±_ûÄïþKþÂ^ØWâ"""0@Ì0'k Âßÿ|5ÿ´ÓM/vÅ/áö&ÄDDqDC24ôa0ú ×é5¦Ò×ñÄDDDÎD´-aÚ {ÿ¼Dq¡â:×á m1U¸a%ÿÿÿÿòÖïQÈTNY+.}2nHV ý?Ü;4zÿÚVxñH·ìhÈ úºAÒÓè+Oeºoá9H Óû!@EÆar¿ÿ!fM?ûIYÚBµ7}ªðCOE¸Xzz|KrÀÙÒuòÈL2«IµòÈ\.(¦¥ " §BXRÉ0b¶¥ÀXaA\ÆMÖÁq¹7$ÎÅSyU&á`¸Èh%"7&è2dÁ è2\à :£@ëLa ΰ`b%Á!Íq!Í Aú!lZA ]ä*st¢ïä6KMðRnj _&ÆAMì:õ&ËAÓÊë(í(0`AÍÊXÔNÖ|êÛɱ`.Ñ7Rl.Q2SjM0míLììÔ6P33¸ ɰ\pØ2nO&ÚûgsäØàÆáy6À#lì0roɰàÇÖ Ô·J<ì¸}e++v¬-¬JäÇ!ÍFIÃËp@#ÎÆÃÇËr b°È9²¢å¸¨1yظ `Eùn6x2ÊDeº@`í_©Ø '-ÁéÝ©rÞ°aýAvQòÜ0_KHílÅ÷éáAî:A0¨o2'²pcJÓ07e0~$_HLò àÁô@¼ðdKÏ ! '¦(²Ø'Üd¾<·uª-Ò"º¨|~ È#!YeµT{X2RÂÁF`¨åX?AÙ2ÊZ Ê3¦A¡ Ô¨ ÒòÈ!´ÒË&ÂA´M«òÉ@"0ÓleË%²Ð² Rn% ¸rЦ dng- CTÊc-@ÇL§,´ SAsbh\Ìl´+ bË@À q!ÍZòfÂ@ËEÂä,©`FAbØaU@Ù&èì Ã,¥¡¢Mü20`0Üȸ4aQ "MÃ,ªx"Ͳ§äØÃYNI°X.@Ã,°É±`.2ÈI°¸!Y Ay6äÜ0, /-Éåu\ Ã2;,à&C. Dì0Ó:3P0a¤á a³`¿ÎàÁ¡!äüHsr¨\§¢¦à¨0à¼suH0ä3Ê®C9ºÌ0a.H0ɸå¹@ÁMÌg-ÄÁ¡Ãùn`#çaä:ÃMÃ>W2ÊÎðü0ÍY6$Úá"\§\dâ`@a®¦ 5tØa¦M¸R@.Ât¬èÃ&Â@¸0\)à M«i2l¥Áq´A²l 1ÂW¦H96áo#µBM´ú DµÓV[ D /!×RZD`/×)ÐöÓ©8.W)Rºc§qÖ NÁHá\ÓFvÁ¡! ÇÊàÓ îD42å1_ÝP í¯~øaî¾o`Áú_],=¿ÿ»aëß}\{uÌ+®»üVÜ0öÒìqÖ?þÖØaýzü0ÿï®Çú|0úûø`÷â:AQÿðúkø`ìDz@úàþ]Ò ãðÂéÓ²±ÄÿùmQÿÿÿÿÿÿÿþSB>WBàåÁr8ÍåÑtjñ x,Xæs9M-ʲù.ÌH4TÄtHæµ2äF2 Ã¥¡É&ÉÊ4°Ã¤l*ÁCMCuO2¡øa§¤áv~iý4Â0cª¢CÓ ÐoFg{zÃôô= õ°¾aé³?ùn¶áªiãGÏ/´[c÷AùÃEº5×®q"Ü(8½?ðâ[ Z|9dP·éw, S}ØrÈ@0khrÉÀ@´ÐaYiÄ0äÜÈ 4¬ Á0MÕA Ãp `Ar°`0äÜ\97HÔ&é
10. Parametric representations of lines (video) - Khan Academy
Duration: 24:46Posted: May 5, 2016
Learn for free about math, art, computer programming, economics, physics, chemistry, biology, medicine, finance, history, and more. Khan Academy is a nonprofit with the mission of providing a free, world-class education for anyone, anywhere.

11. [PDF] a. Distance b. Line c. Plane d. Point
b. A line has one dimension because it is made up of all points that extend infinitely in either direction. c. A line has two dimensions because ...
%PDF-1.7 %µµµµ 1 0 obj <>/Metadata 360 0 R/ViewerPreferences 361 0 R>> endobj 2 0 obj <> endobj 3 0 obj <>/ExtGState<>/XObject<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI] >>/MediaBox[ 0 0 612 792] /Contents 4 0 R/Group<>/Tabs/S/StructParents 0>> endobj 4 0 obj <> stream xÕ\moÛ8þ ÿ¥E¤$JÀbÛv¯ØÃöÐÃèí}íÄ1(¾ÄA¶÷ë3ÔûÈe$s¸ ôBñ!g!gÈ¡ÅÛÏâÇß~zÿÛÿôx÷á½ø÷ùYÅð¯JÄ"³M¡ÄÃÕùÙDy~öîâüìíߤ°/.®ÏϤ-)TE0I%F\ÜÙ2ÿ0bóhë¼Ë«»çg¿<iðê`.t° IP»+û¯öá"D¸PÁû0nàÑe¸H](3÷>i+ þK\üýüìWÛÀÍîÎÒ(éö;Pµ[ôAðUÝuHG¹#"Òõçgâ×Oï è[-ì\FR£¨¨ÛÍû.rË=H ¢zøÆ%} y ¦ Ê¥±G"j¢DUZ«TFJ}§]YODÖBÆ=ä4Aä¬0-_YFód2¥£b éQºðîfkY´ eܧr}Ï®In*iÙf߬Åß* îÚç{¼|Ò«P)´gkÚW`ÖðôÎV- þÇp!ã@¬ñ+{£S.»@8TÅñZìí÷ÏPã=
12. [PDF] Grade 8 Answer Key - Louisiana Believes
Feb 14, 2020 · Determine whether this equation has one solution, infinitely many ... Line Q is plotted on the coordinate plane and is parallel to Line C.
%PDF-1.7 %µµµµ 1 0 obj <>/Metadata 9535 0 R/ViewerPreferences 9536 0 R>> endobj 2 0 obj <> endobj 3 0 obj <>/ExtGState<>/XObject<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI] >>/Annots[ 14 0 R 15 0 R 17 0 R 24 0 R 32 0 R 45 0 R 53 0 R 63 0 R 76 0 R 86 0 R 95 0 R 134 0 R 167 0 R 177 0 R 190 0 R 201 0 R 218 0 R 225 0 R 245 0 R 252 0 R 268 0 R 272 0 R 284 0 R 292 0 R 307 0 R 319 0 R 326 0 R 340 0 R 344 0 R] /MediaBox[ 0 0 612 792] /Contents 4 0 R/Group<>/Tabs/S/StructParents 1>> endobj 4 0 obj <> stream x½[ÛnÛ8}à£TÀ4¯"^²·ÝM}(úà&n SÇÅnÿ~g(ÅlѤêñHb1fxæÌ #fz²\Ý|]®ØóçÓÕjvùe~Å>LO«ÕâöãôâÇý|ú~v}s7[Ý,î¦çß?pèÍb±/_¼`§¯^2öúíK6<ébqÌ/óÙÕú1ßøUKū৫[Îþ~ÆîN/¦o$]|>>0I0ɬ\iæãƱ[tvîØõ<]+ß^}(Xù]üv|ô÷çñQZ.LÚ¹ÆQhå.S1)zËÚsͤçÊEµµKº(¥,¾U1ïüÁnVåDÉ0p[úâ>LdUÌ`è^~jo`ß˺xé&\^áÐ'ú1©êªòÜÛî¸|ïÔ¢¸rw «º²9èr.qÎ%0¶ÄuµÙçö!8ÄÖ¿ ÅnpÊ]Ù@ðݯÿ·Ý·xâß8Í]dù?ÃÆ®ÒWÄ).@i¹KjBçÖNç´Ê3ã¹±UqµkÆæ^¢#ÿz;»¿¿Z°fݲª¹õÌÉ×ig¹Çj®\÷ÙÀLß`²æ§SoÞê¬Øb9+'®¸ g_ºæÃÉÝpçr$ÒÅá¼ßË úðòǽ÷ÒÔjÇUTÓ >ZMÏïgwhÒ·/}ÅÄÈФ7#0ÐiUÕÀ+Õ*ãËëÇO5À-¢t 1[:H¡5I<¼ydë2k}çåD«ã æ»Rëp¹\_>8;¾_sBîË i׺¯oOKYSIãmÞ@ʼuÏÏUûmL¬¼BGÊ ]ñÊw*áoSü;ÈOó¶lÝzÌØy)H°ê`ñyâͦq÷°¡Öm^d1TƱ׶ÃúG_vWJ¬70Dq¥PÈéì¾ÊIÈ£6ªÜ<ëHáÝÂÕµ{ VT Blƨ :* ¨C°À'=s*b£CCM%]'~= «,þ»ÝcdQ#ÀC)un0,Ji |cX´©ëüÆÇ}Ãñ}/0ªl= (¶Ô[\FlcËoØÚ ûÆO-t[LHá¯Ñ* øüM»äØü<à{[{ZEá_eë©P&c¤JÍÖk¬Æm a)¥b£[ÄÔÕ*i /qr¶¨Ò³uWîàÒ3DMQ'DB¤hàȪd:E2Ælê$Yåqr6ɨJ yx K9 É,²*$I Ì3:$If-NÎ&ÙØJ/J2¨+#ëSà ¢°)ìÆÖØiîûj%±328¨ä.;EVGi(ãÒô0vU;EPâìºj%±S'gcGVâ`ó/»ø9¸KÁGPøº%áO¯;è9S×»$+Aæf~> An øuKÂ'$ÌÝA¾zcÓêöî²i<¤óÜ XGþج»ÜzKü²Ý=çeYw·¢x+ ×E26¢*ùJÄ8üVßî>BFÀ`j¨öO>Â7omD6 Êt×ÞÒT¹Çjm¼èR»7½îi¡ëèÎ`ðÌ*õ¹öùØ¥6%zÿÄÓb×U, 89=ª¼càRï@¯vRU¶Þ?Ý jbC¡$jÒãd@Md¡Fµ3¢âUj©úZï¿7iQë*DM¼µû÷ ¡ºÜ'½a[þþ]èV>lxu/ÀCJ¾}|ã½ ç0&~àU÷Ïæç`£9¯¡¨Ò®ô0oI{)üßöhvzú¤CW28ÏÛ¹ª4¦-Ľ[fPÈaRå !ØÃtÔIÚÅ@¨Ï7U~Ô%«ePÈYR!Øò³tÔIEC.É7UÖJÿÞ2(¤5UUìXUµÆýad59-TCÐB*$¥ä§ÚÃjQãQÏC3kXÊa¨5,[õ ¹R5°!è1Mì'çÒËR` á:8½"RB¯¬S:zø_©>¼%©"7HLÕ'Á²v¦ªT^ Ç/÷hþvkê¿[OlhÍÖ/ó`£*óTsylÄ^3,Øk d½>°$µä¦IóW'gªT¶ÂÃ\;Ìÿôâ¥N!GÐÓLÖ×) §Ñ´Ëxõb©Z:ÊH<"=¶¥c©Z:JUCÔê _¿wY3WÍ¿Õ5ïc³÷¥oÚ?¡+ô ÿÎ/{¿²=#ëy&,*£KT)R{m2, ¦ïðõÎw¿R½¢è@aO«¤×IsOyTTI^ÖlEj R=£è@aO«dòI¶¨Ê éC>´¥tDUNàA4Ê^"¾¦d©XEt °§EdÞ4/®2IFU´HømO²a)"Ù°4jEÖÔ,Õ «ö´HÌ eÚA²TÍ0ik>¾¾«önè<7çUBÿéd> endstream endobj 5 0 obj <> endobj 6 0 obj <> endobj 7 0 obj <> endobj 8 0 obj <> endobj 9 0 obj <> endobj 10 0 obj <> endobj 11 0 obj <> stream ÿØÿà JFIF ` ` ÿÛ C $.' ",#(7),01444'9=82<.342ÿÛ C 2!!22222222222222222222222222222222222222222222222222ÿÀ ß" ÿÄ ÿÄ µ } !1AQa"q2¡#B±ÁRÑð$3br %&'()*456789:CDEFGHIJSTUVWXYZcdefghijstuvwxyz ¢£¤¥¦§¨©ª²³´µ¶·¸¹ºÂÃÄÅÆÇÈÉÊÒÓÔÕÖרÙÚáâãäåæçèéêñòóôõö÷øùúÿÄ ÿÄ µ w !1AQaq"2B¡±Á #3RðbrÑ $4á%ñ&'()*56789:CDEFGHIJSTUVWXYZcdefghijstuvwxyz ¢£¤¥¦§¨©ª²³´µ¶·¸¹ºÂÃÄÅÆÇÈÉÊÒÓÔÕÖרÙÚâãäåæçèéêòóôõö÷øùúÿÚ ? æn|EIq«Ýî`°sí®|A¬çÚ÷ß÷ý¿Æ©Èë,ØUÏä*0V%°Ý:Õ#_Öqª_ñ;qGü$Ö1ý}ÿ Ûük3$gÑ@\Ò> ÖAÿ ½÷þ7øÖçü[ªYxªÁîumQ©$¥«qßë¹{Ó LÜzö ÔúðGÄüQÔ¯t¿´ö7*®ô8 WU¥ÎfnF'0'=5Æ|`ÿ /þÛ§õ©4{¦ñ-2ZÏXá^1*ÄfÜH#8Á®¿À:<ºf§V·z Hî+£ðÀÿ [Kÿ ¯hÿ ô^mƶ?ôƲ^u¦UõmÊ01l^ø£©jðë:>¦_Ëköå¶Ü2ERÿ #âüTÿ -GÅɦ¶ñ6=¼~dÑÈÞ`Ã¥;ññ Â-ßêêvÖpj?d]Bóí:ò1ÔàõÅyWì|oâ»/¬¼A2"HPzôZö FYgð Ü·yS=3ÇýÒTäWø'ǾÒe´¶ÑÞñ^]å×wÓBuþñ6»§x¼/âGó¥eý̤äçëÜ]ÄÉáÿ K%´.îEÈÏ$ ÍrÓ5øãþVÑ ~éHÝÆ íU¼us>$iÌghÃÎf` 'ëì £¨t: ¾$^ðô^Îf¼µk;YO ÿ :µñ7Q¼Òü5ÅïÆTO1® q:öþøµ5¼Ñ¶Â`Tnä="º¿ò!Ëÿ _ÿ Z: ô8ý7Ãÿ /ômVÓ^h±£\Fp{W_ðçÅ×"´º²Ô53lcpéÈõ¸Í/⥤xjÒÆ-r[[¬K;îÚp0Jßø=cæ[êZÜ×%ÅÜ»YòÎ~¤Ð$TÖü+㸦½½ÄMöu-"¨ 9Æ+Ã>6ñU¤×6:üèI±°9ÆkÚõÏù ßÿ ×»ÿ è&¸/¿ò/jõõÿ ²/ í©×èzá S¼ûUôQ±izý>µç?~!]¾´ú^µteK,î¶~ïÐ×®ÞÇÿ õÍ¿|ÿ áÏ ø[Vº´j6wâÁûÃÅì0ñ4Ðe¼rv ?}OÀW-ð^Ôõ±«Féî6:2o?w9ÈÜW)áý;WøC.¶dûÇÈ+¸ÓêOZÛø* \1ûê_RÝxQøý¤ê³[Ø¢B«Ó'¥J<ñ#þ*FõûCéYÞ-¿¿Ó~.5ÞköÄvEwe}nØx×Ç7¼3x`¬/"«·Ã<aÔé|e{¨h®n"¹?n(ÔÎ% úÖoÃ_X5üê6ã=e___øÿ $ûRú'þ+Ì w¢xoDñK´¨éׯÐô4©Ü|Nñ©¡M£:äÂ&0Ý8>Ü×Wâ[ORÐ&¶Òo>ÉxûJK`gÜWüB×í|I¦ønþÙÌì3Ê7ËkÛî¥ ñ=¼+iÍö¿;¤²ykåÜ19ë]á?É|Bßg%$e33ex8ÇÒüiÿ ý|ÿ C^¥È"Ïþ¸'þ(µ-ô÷0[Ded1Õ)àf¼^þ;Ïþ>»ÒÚéàÓ,r¥W¾ úJÃlõëMNÂÿ ?d¼|uòä Ê©êzMÝÞÜG+Æ÷
FAQs
Which Best Describes The Dimensions Of A Line? A Line Has Zero Dimensions Because It Represents A Location On The Coordinate Plane. A Line Has One Dimension Because It Is Made Up Of All Points That Extend Infinitely In Either Direction. A Line Has Two Dim? ›
Answer: A line has one dimension because it is made up of all points that extend infinitely in either direction.
Which best describes the dimensions of a plane a plane has zero? ›Which best describes the dimensions of a plane? A plane has zero dimensions because it represents a location on the coordinate plane.
Does a line have zero dimensions? ›Coordinates by themselves aren't dimensions. Points have no dimensions. Lines have a single dimension, length. Polygons are two dimensional, they have length and width, three dimensional geometries also have height or depth.
What is the no of dimensions a line has? ›A line is one dimensional.
Which type of dimension does a line have Why? ›If we allow a point to move in one direction, it is called a line. We can measure only 'length' between any two points lying on this line. So, a line has one dimension, which is length.
Which best describes the dimensions of a line a line has zero dimensions because it represents a location on the coordinate plane? ›Answer:- C. A line has one dimension because it comprises all points extending infinitely in either direction. The correct answer is 'A line has one dimension because it is made up of all points that extend infinitely in either direction.
What is zero plane dimensioning? ›In mathematics, a zero-dimensional topological space (or nildimensional space) is a topological space that has dimension zero with respect to one of several inequivalent notions of assigning a dimension to a given topological space. A graphical illustration of a nildimensional space is a point.
What has zero dimensions? ›Zero – dimensional
A point is a zero-dimensional object as it has no length, width or height. It has no size. It tells about the location only.
The slope is zero when a line doesn't have any vertical rise. This will be a straight horizontal line. It will remain the same from left to right.
Why does a point have zero dimension? ›Yes, a point is zero-dimensional because you cannot measure a point as it has no shape and size. It is very difficult to measure something without shape and size.
What are the dimension line rules? ›
Dimension lines should not cross, if avoidable. Dimension lines and extension lines should not cross, if avoidable. Extension lines may cross each other. When extension lines cross extension lines or visible lines, no break in either should be made.
What is a point has no dimension a line has? ›A point has a dimension of zero. In math, a point is assumed to be a dot with no size (no length or width). A line or line segment has a dimension of one.
What is the dimension of a plane? ›Solution: Basically, the plane has two dimensions that are length and breadth.
Is a line blank dimensional? ›Line A line has one dimension. It is represented by a line with two arrowheads, but it extends without end. Through any two points, there is exactly one line.
How is a dimension line represented? ›Reference dimension — a numerical value enclosed in parentheses, provided for information only. Dimension line — a thin, solid line that shows the extent and direction of a dimension. Arrows — symbols at the ends of dimension lines showing the limits of the dimension, leaders, and cutting plane lines.
What are the types of line dimension? ›The basic types of dimensioning are linear, radial, angular, ordinate, and arc length. Use the DIM command to create dimensions automatically according to the object type that you want to dimension.
Is it true that a plane is zero-dimensional? ›In mathematics, a plane is a two-dimensional space or flat surface that extends indefinitely. A plane is the two-dimensional analogue of a point (zero dimensions), a line (one dimension) and three-dimensional space.
What are the dimensions of a plane? ›Solution: Basically, the plane has two dimensions that are length and breadth.
Which of the following is a zero dimension? ›Hence, a point is zero dimensional.
Does a plane have no dimensions? ›Plane A Plane has two dimensions. It is represented by a shape that looks like a floor or a wall, but it extends without end.