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matematics workbook g6 p1 kar

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eske tãºsiriå„ eske tãºsiriå„ belgisi oqä±wshä±lardä± aldä±nçµä± temalarda ãºyrenilgen bilimlerin eslewge baçµdarlaydä±. kirisiw “ahã! matematika” shä±nä±çµä±w dã¡pteri sabaqlä±qtä±å„ ajä±ralmaytuçµä±n bã³legi bolä±p esaplanadä±. shä±nä±çµä±w dã¡pteri, tiykarä±nan, ãºyde shuçµä±llanä±wçµa mã³lsherlengen. ondaçµä± hã¡r tãºrli ã¡meliy shä±nä±çµä±wlar hã¡m mã¡seleler, kãºndelikli turmä±staçµä± tapsä±rmalar oqä±wshä±lardä±å„ ã³z betinshe ãºyreniwin qollap-quwatlawçµa baçµdarlançµan. shä±nä±çµä±w dã¡pteri jã¡rdeminde oqä±wshä±lar jaå„a matematikalä±q bilimlerin ã³zlestiriw hã¡m bekkemlew menen birge, mashqalalä± jaçµdaylarda tuwra keletuçµä±n logikalä±q pikirlew hã¡m juwmaq shä±çµarä±w sä±yaqlä± turmä±slä±q kã³nlikpelerge de iye boladä±. matematika ã¡lemine sayaxatä±å„ä±z qä±zä±qlä± hã¡m mazmunlä± bolsä±n! i tapsä±rma tapsä±rma (d1 / d2 / d3)(d1 / d2 / d3) 1) d1 - birinshi dã¡rejeli tapsä±rmalar oqä±wshä±lar temaçµa baylanä±slä± tiykarçµä± tãºsiniklerdi qalay ã³zlestirgenligin bahalaydä± hã¡m olarçµa tayanä±sh kã³nlikpelerin iyelewde jã¡rdem beredi. 2) d2 - ekinshi dã¡rejeli tapsä±rmalar oqä±wshä±lar temaçµa baylanä±slä± ortasha quramalä±lä±qtaçµä± tãºsiniklerdi qalay ã³zlestirgenligin bahalaydä± hã¡m olarçµa joqarä± dã¡rejedegi pikirlew kã³nlikpelerin rawajlandä±rä±wçµa jã¡rdem beredi. 3) d3 - ãºshinshi dã¡rejeli tapsä±rmalar oqä±wshä±lar temaçµa baylanä±slä± tãºsiniklerdi qanshelli tereå„ ã³zlestirgenligin bahalaydä± hã¡m …
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sqä±shlä± pikirlew procesi tiykarä±nda sã¡wbetlesiw hã¡m dã³retiwshilik penen sheshim tabä±wçµa shaqä±radä±. bilimiå„izdi tekseriå„!bilimiå„izdi tekseriå„! belgisi oqä±wshä±larçµa iyelegen bilim hã¡m kã³nlikpelerin tã¡kirarlaw hã¡m de bekkemlew imkaniyatä±n beredi. esaplawlardä± orä±nlawda kalkulyatordan paydalanä±w mãºmkin. oqä±wshä±lardä± matematikanä± ãºyreniw procesi haqqä±nda pikirlewge shaqä±radä±. matematika kãºndeligimatematika kãºndeligi ii 83 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 483 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 4 13/09/24 15:1913/09/24 15:19 mazmun㍠algebra 1 eske tãºsiriå„ 1 algebralä±q aå„latpalar 3 algebralä±q aå„latpalardä± ã¡piwayä±lastä±rä±w 9 algebralä±q aå„latpalardä±å„ mã¡nisin tabä±w 11 teå„lemelerdi sheshiw 19 ãmeliy tapsä±rma 29 oylap kã³riå„. mashqalalä± tapsä±rma 30 matematika kãºndeligi 32 ãpiway㍠bã“lshekler 33 eske tãºsiriå„ 33 durä±s bã³lshekti natural sangìa bã³liw 35 natural sandä± durä±s bã³lshekke bã³liw 41 durä±s bã³lshekti durä±s bã³lshekke bã³liw 49 tekstli mã¡seleler 55 ãmeliy tapsä±rma 63 oylap kã³riå„. mashqalalä± tapsä±rma 64 matematika kãºndeligi 66 qatnaslar 73 eske tãºsiriå„ 73 qatnas hã¡m bã³lshek 77 tekstli mã¡seleler 81 ãšsh mugìdardä±å„ …
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ãmeliy tapsä±rma 167 matematika kãºndeligi 168 5 dã“åƒgelek hãm sheåƒber 169 dã³å„gelek hã¡m sheå„ber elementleri 169 sheå„berdiå„ uzä±nlä±gä± 171 yarä±m hã¡m sherek dã³å„gelek perimetri 177 dã³å„gelektiå„ maydanä± 183 yarä±m hã¡m sherek dã³å„gelek maydanä± 185 quramalä± figuralardä±å„ maydanä± hã¡m perimetri 187 ãmeliy tapsä±rma 195 oylap kã³riå„. mashqalalä± tapsä±rma 196 matematika kãºndeligi 198 6 iv 83 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 683 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 6 13/09/24 15:1913/09/24 15:19 eske tãºsiriå„ 1 atä±: klass: sã¡ne: 1 ornä±ndaçµä± sandä± tabä±å„. a) 5 + = 18 = 5 18 b) + 9 = 20 = 9 20 c) – 10 = 8 = 10 8 d) 17 – = 12 = 12 17 teå„lemelerdegi belgisizdi tabä±w algebra1 83 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 183 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 1 13/09/24 15:1913/09/24 15:19 2 2 ornä±ndaçµä± …
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ä±p taslandä± d1 1-tapsä±rma algebralä±q aå„latpalar 83 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 383 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 3 13/09/24 15:1913/09/24 15:19 54 3 tãºsirip qaldä±rä±lçµan aå„latpanä± jazä±å„. xalimanä±å„ boyä±n x arqalä± aå„latä±å„. 1,5 m ? x m ilyas xalima xalimanä±å„ boyä± m. 4 tã³mendegilerdiå„ hã¡rbiri ushä±n algebralä±q aå„latpa jazä±å„. a) maxmudta x dana dã¡pter bar edi. alä±m oçµan jã¡ne 10 dana dã¡pter berdi. maxmudta jã¡mi neshe dã¡pter boldä±? x 10 ? maxmudta jã¡mi dana dã¡pter boldä±. b) shelekte y ℓ suw bar edi. ãziza apa 4 ℓ suwdä± isletti. shelekte qansha suw qaldä±? 4 ? y shelekte ℓ suw qaldä±. c) ilyastä±å„ boyä± r cm. yusuptiå„ boyä± ilyastä±å„ boyä±nan 20 cm uzä±n. yusuptiå„ boyä± neshe cm? r 20 ? rilyas yusup yusuptiå„ boyä± cm. 83 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 483 matematics workbook g6 p1 kar 220ñ …
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hã¡rbir qatar ushä±n algebralä±q aå„latpa jazä±å„. qatar algebralä±q aå„latpa a) 35 ke c nä± qosä±å„ b) 18 den p nä± alä±å„ c) 12 hã¡m y ti kã³beytiå„ d) x ti 4 ke bã³liå„ e) 4 hã¡m h 2 niå„ qosä±ndä±sä± f) z tiå„ ãºsh esesi 83 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 683 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 6 13/09/24 15:1913/09/24 15:19 7 atä±: klass: sã¡ne: tã³mendegilerdiå„ hã¡rbiri ushä±n algebralä±q aå„latpa jazä±å„. 1 jã¡mila stol tennisi raketkasä±n 150 000 sumçµa, 4 dana tennis tobä±nä±å„ hã¡rbirin bolsa q sumnan satä±p aldä±. a) ol 4 dana tennis tobä± ushä±n qansha pul tã³ledi? b) ol stol tennisi raketkasä± hã¡m tennis toplarä± ushä±n jã¡mi qansha pul tã³ledi? 2 ãkmã¡l, alä±m hã¡m feruzalarçµa n dana qã¡lem teå„ bã³listirildi. ãkmã¡l ã³ziniå„ 6 dana qã¡lemin joçµaltä±p qoydä±. a) ãkmã¡lçµa neshe qã¡lem berilgen? b) ãkmã¡lda neshe qã¡lem qaldä±? 3 dana 25 …
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f) 20g + 6g – 8g = g) 6h + 5h – 8h = h) 4t – t – t + 6t = i) 12y + 3y – 2y – 4y = j) 20z – 4z + 5z – 6z = algebralä±q aå„latpalardä± ã¡piwayä±lastä±rä±w d1 3-tapsä±rma 83 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 983 matematics workbook g6 p1 kar 220ñ 290 236pg (2).indd 9 13/09/24 15:1913/09/24 15:19 1110 2 tã³mendegi algebralä±q aå„latpalardä± ã¡piwayä±lastä±rä±å„. a) 3a + 8a + 5 = b) 10x + 2x + 11 = c) y – 7 + 3y = d) 2 + j + 7 + 7j = e) 12q – 5q – 6 + 6q = f) 4 + 15m + 6 – 4m = g) 15k – 1 + 8k – 20k = h) 20p – 15p + 3 – 3p = i) 25s + 10 – 4s + 6s …

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eske tãºsiriå„ eske tãºsiriå„ belgisi oqä±wshä±lardä± aldä±nçµä± temalarda ãºyrenilgen bilimlerin eslewge baçµdarlaydä±. kirisiw “ahã! matematika” shä±nä±çµä±w dã¡pteri sabaqlä±qtä±å„ ajä±ralmaytuçµä±n bã³legi bolä±p esaplanadä±. shä±nä±çµä±w dã¡pteri, tiykarä±nan, ãºyde shuçµä±llanä±wçµa mã³lsherlengen. ondaçµä± hã¡r tãºrli ã¡meliy shä±nä±çµä±wlar hã¡m mã¡seleler, kãºndelikli turmä±staçµä± tapsä±rmalar oqä±wshä±lardä±å„ ã³z betinshe ãºyreniwin qollap-quwatlawçµa baçµdarlançµan. shä±nä±çµä±w dã¡pteri jã¡rdeminde oqä±wshä±lar jaå„a matematikalä±q bilimlerin ã³zlestiriw hã¡m bekkemlew menen birge, mashqalalä± jaçµdaylarda tuwra keletuçµä±n logikalä±q pikirlew hã¡m juwmaq shä±çµarä±w sä±yaqlä± turmä±slä±q kã³nlikpelerge de iye boladä±. matematika ã¡lemine sayaxatä±å„ä±z qä±zä±qlä± hã¡m m...

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