Nota Form 4 Add Math
-
Upload
zainudin-m-husain -
Category
Documents
-
view
292 -
download
4
Transcript of Nota Form 4 Add Math
-
8/18/2019 Nota Form 4 Add Math
1/14
Bab 1 : Fungsi
1. Fungsi ialah sejenis hubungan khas yang mana setiap objek dalam domain mempunyaihanya satu imej dalam kodomain.
Hubungan satu dengan satu Hubungan satu dengansatu ialah fungsi ialah fungsi
2. Fungsi nilai mutlak ditakrifkan oleh
Graf fungsi nilai mutlak
3. Jika f ialah suatu fungsi yang memetakan set A kepada set B dan g ialah suatu fungsi yangmemetakan set B kepada set C, maka gf ialah fungsi gubahan f diikuti dengan g yang
memetakan set A terus kepada set C.
. Jika ialah suatu fungsi yang memetakan ! kepada y, maka
songsangannya ditandakan sebagai f "1. Fungsi songsang ialah suatu fungsi yag memetakan ykembali kepada !.
http://lh3.ggpht.com/-qfQpErpa7Og/UQckjWT6qLI/AAAAAAAAADY/slL7N3l9He0/s1600-h/IMG_0002.jpg513.jpghttp://lh4.ggpht.com/-IDVrL81psp8/UQckhRzL5HI/AAAAAAAAADI/pMOb-SzHLoY/s1600-h/clip_image002657.gifhttp://lh4.ggpht.com/-l4sr2H44n-s/UQckfofWeQI/AAAAAAAAAC4/knD25dzUXyA/s1600-h/IMG_0002.jpg46.jpghttp://lh4.ggpht.com/-fzApBW4MwUQ/UQckdbWzIkI/AAAAAAAAACo/It_znecTWGc/s1600-h/IMG_0002.jpg314.jpghttp://lh5.ggpht.com/-QHAyrNj8Vsc/UQckb-MSy7I/AAAAAAAAACY/JauTljsN9rw/s1600-h/IMG_0002.jpg228.jpghttp://lh3.ggpht.com/-Y0dckR-qy48/UQckZssxsuI/AAAAAAAAACM/cv9HcCyuGKk/s1600-h/IMG_0002-248.jpg
-
8/18/2019 Nota Form 4 Add Math
2/14
Bab 2 : Persamaan Kuadratik
1. Bentuk am persamaan kuadratik ialah
yang mana:a, b dan c = pemalar
a ≠ 0x = pembolehubah
2. Suatu persamaan kuadratik ax2 + bx + c = 0 dapat diselesaikan dengan menggunakan kaedah:
3. ersamaan kuadratik dapat dituliskan sebagai
!. "agi persamaan kuadratik ax2 # bx # c = 0,
$. Syarat untuk jenis punca persamaan kuadratik ialah
http://lh6.ggpht.com/-W0_a_9DoUKI/UQdKr0MXutI/AAAAAAAAAk8/Dallj6YPOBM/s1600-h/IMG_0003.jpg3%25255B80%25255D.jpghttp://lh4.ggpht.com/-HCqpRqywrpk/UQdKnT336sI/AAAAAAAAAk0/kz6ujUUH3ZI/s1600-h/IMG_0003.jpg2%25255B125%25255D.jpghttp://lh6.ggpht.com/-INKWZJhRhpw/UQcknsQwpuI/AAAAAAAAAEI/4BdbKbrvpeQ/s1600-h/IMG_0002.jpg8%25255B133%25255D.jpghttp://lh5.ggpht.com/-sZkTaU4tPNQ/UQckmamsDfI/AAAAAAAAAD4/KybNOgV_dFM/s1600-h/IMG_0002.jpg7%25255B134%25255D.jpg
-
8/18/2019 Nota Form 4 Add Math
3/14
%.
Bab 3 : Fungsi Kuadratik
http://lh5.ggpht.com/-zouQTD523B0/UQdbr9M2wiI/AAAAAAAAAG8/idiyDNuVjHg/s1600-h/IMG_0004.jpg1%25255B10%25255D.jpghttp://lh3.ggpht.com/-0jsSssLBBBU/UQdKyeTCthI/AAAAAAAAAko/5AyMAQVyzs0/s1600-h/IMG_0003.jpg5%25255B39%25255D.jpghttp://lh3.ggpht.com/-LzOjupl9Xy0/UQdKvDfrLvI/AAAAAAAAAlE/ubHmrcNU_aM/s1600-h/IMG_0003.jpg4%25255B28%25255D.jpg
-
8/18/2019 Nota Form 4 Add Math
4/14
2. #ilai maksimum atau minimum bagi suatu fungsi kuadratik f$!% & a!2 ' b! ' ( dapat di(ari
dengan menggunakan kaedah penyempurnaan kuasa dua, iaitu dengan mengungkapkan a!2 '
b! ' ( dalam bentuk a(x + p)2 + q.3. Apabila a > 0, fungsi a$! ' p%2 ' ) mempunyai nilai minimum. #ilai minimum itu
ialah q dan ini berlaku apabila x = p.
. Apabila a > 0, fungsi a$! ' p%2 ' ) mempunyai nilai maksimum. #ilai maksimum ituialah q dan ini berlaku apabila x = p.
*. Bagi fungsi kuadratik f$!% & a!2 ' b! ' ( & a$! ' p%2 ' ), persamaan paksi simetri ialah
+. !etaksamaan kuadratik dapat diselesaikan dengan menggunakan kaedah lakaran graf
http://lh6.ggpht.com/-40TO9NiOB3g/UQdc4cGh_jI/AAAAAAAAAHs/yhYcKqTAXpQ/s1600-h/IMG_0005.jpg1%25255B40%25255D.jpghttp://lh6.ggpht.com/-3gXsGjHdX6E/UQdctWOp0NI/AAAAAAAAAHc/Rc_kpdJ9gZM/s1600-h/IMG_0004.jpg3%25255B25%25255D.jpghttp://lh3.ggpht.com/-UXicjFWa2ws/UQdcocxW-WI/AAAAAAAAAHM/a_IPtYyXPH4/s1600-h/IMG_0004.jpg2%25255B79%25255D.jpg
-
8/18/2019 Nota Form 4 Add Math
5/14
seperti berikut.
Bab 4 : Persamaan Serentak
1. angkah"langkah untuk menyelesaikan persamaan serentak ialah-
Bab 5 : Indeks dan Lgaritma
1. "ukum#hukum indeks ialah-
2. ndeks pe(ahan - 3. ndeks negatif -
http://lh5.ggpht.com/-tmVrMw6a3rU/UQfOefMAckI/AAAAAAAAAJU/fDW-pN9Y0SY/s1600-h/IMG_0005.jpg690.jpghttp://lh4.ggpht.com/-0F_LynOs-e0/UQfOcxk92CI/AAAAAAAAAJE/b-WokPSfcI4/s1600-h/IMG_0005.jpg5190.jpghttp://lh3.ggpht.com/-FkQzSk_HqTA/UQfObaLeouI/AAAAAAAAAI0/rgf7Q-qCp2E/s1600-h/IMG_0005.jpg48.jpghttp://lh6.ggpht.com/-RJ7Vq049xRU/UQdiP3QrXsI/AAAAAAAAAIY/64tUaIunWvM/s1600-h/IMG_0005.jpg3%25255B8%25255D.jpghttp://lh6.ggpht.com/-rHPvPHfzRB0/UQdc7uhwnwI/AAAAAAAAAH8/BU1b37JGjzM/s1600-h/IMG_0005.jpg2%25255B6%25255D.jpg
-
8/18/2019 Nota Form 4 Add Math
6/14
. Jika a x = y dengan keadaan a / 0, a 0 1, maka x ialah logaritma bagi y kepada asas a, iaitu
*. +.
. "ukum#hukum logaritma ialah
.
. ogaritma sesuatu nombor pada suatu asas tertentu boleh ditukarkan kepada asas yang
lain dengan menggunakan rumus"rumus
14. $ersamaan indeks
Jika an & bn, dengan keadaan a & 0, b / 0 atau a 5 0, b 5 0, maka11. $ersamaan logaritma
Jika maka x = y.
Bab ! : "emetri Krdinat
1. Jarak & 2. 6itik tengah &
3. 7oordinat titik yang membahagi se(ara dalam tembereng garis dengan nisbah m : n ialah
. uas segitiga &
*. uas sisiempat &
+. 7e(erunan & 8
http://lh5.ggpht.com/-ZSsISv30WhU/UQg2crp6p2I/AAAAAAAAANE/FnC1fXxdp6A/s1600-h/IMG_0007.jpg1%25255B31%25255D.jpghttp://lh5.ggpht.com/-iHG6ruQ2yKo/UQg2agXm8FI/AAAAAAAAAM0/zWBXbSvNzho/s1600-h/IMG_0006.jpg12%25255B51%25255D.jpghttp://lh3.ggpht.com/-LZCdDWPHoSQ/UQg2WD0-AYI/AAAAAAAAAMk/fsxvOKlx3_U/s1600-h/IMG_0006.jpg11%25255B18%25255D.jpghttp://lh4.ggpht.com/-ECMamptUSiE/UQg2S8MoH4I/AAAAAAAAAMU/Dgq3E358Bbo/s1600-h/IMG_0006.jpg10%25255B1%25255D.jpghttp://lh3.ggpht.com/-o1od2WUcy8Y/UQg2PFx6ykI/AAAAAAAAAL0/JybwUFL-vxI/s1600-h/IMG_0006.jpg89.jpghttp://lh3.ggpht.com/-_AhzCAqFIOM/UQg2QgL8WII/AAAAAAAAAME/U_HQ9ZNGxQw/s1600-h/IMG_0006.jpg9%25255B12%25255D.jpghttp://lh4.ggpht.com/-qh7FUM5lLKQ/UQfOqRO7SpI/AAAAAAAAALU/MfMma0Nsf3g/s1600-h/clip_image002%25255B27%25255D.gifhttp://lh3.ggpht.com/-kglfsg1AtdQ/UQfOpJLH0nI/AAAAAAAAALE/S3wfnZ9f3lk/s1600-h/IMG_0006.jpg7%25255B6%25255D.jpghttp://lh3.ggpht.com/-p_5hs01CRS0/UQfOnRiKrtI/AAAAAAAAAK0/GulBh-R7APY/s1600-h/IMG_0006.jpg4%25255B60%25255D.jpghttp://lh6.ggpht.com/-Mw3WljTeMqY/UQfOlxiTJOI/AAAAAAAAAKk/9yzRa4n0VbE/s1600-h/IMG_0006.jpg6%25255B7%25255D.jpghttp://lh4.ggpht.com/-x8u8uLekqnA/UQfOkc7vXUI/AAAAAAAAAKU/1OpsoUk14H4/s1600-h/IMG_0006.jpg5%25255B81%25255D.jpghttp://lh6.ggpht.com/-731KXuK2Vng/UQfOih7UbPI/AAAAAAAAAKE/fu1Jmcr86oI/s1600-h/IMG_0006.jpg2%25255B7%25255D.jpghttp://lh6.ggpht.com/-8ynr9T5S-Ko/UQfOhCXyLqI/AAAAAAAAAJ0/TB0b-nD0Klk/s1600-h/IMG_0006.jpg3%25255B60%25255D.jpghttp://lh6.ggpht.com/-_ksi7B1hp30/UQfOfuDc1NI/AAAAAAAAAJk/RUv6kKBQmC8/s1600-h/IMG_0006.jpg1%25255B42%25255D.jpg
-
8/18/2019 Nota Form 4 Add Math
7/14
. $ersamaan garis lurus ialah
• jika ke(erunan, m dan pintasan" y, c diberi,
• jika ke(erunan, m dan satu titik, $ x1 , y1% diberi,
• jika dua titik, $ x1 , y1% dan $ x2 , y2% diberi,
• jika pintasan"! , a dan pintasan" y, b diberi,
.
. 6erdapat 3 jenis syarat yang menentukan persamaan lokus satu titik bergerak 9(x,y)-$a% Jaraknya dari satu titik tetap, :$ x1 , y1% ialah satu pemalar (k).
$b% Jaraknya dari dua titik tetap, :$ x1 , y1% dan ;$ x2 , y2% adalah sama.
http://lh6.ggpht.com/-xFABbGHgTLU/UQg2rHdh4lI/AAAAAAAAAPE/9_9S_3NaC5w/s1600-h/IMG_0007.jpg9%25255B8%25255D.jpghttp://lh6.ggpht.com/-tWFZNvE2V5w/UQg2pSt4E2I/AAAAAAAAAO0/DDuihy6JtQo/s1600-h/IMG_0007.jpg8%25255B191%25255D.jpghttp://lh4.ggpht.com/-3rg-2gxPCm8/UQg2nXZyXCI/AAAAAAAAAOk/ftrbWwyH6PM/s1600-h/IMG_0007.jpg7%25255B152%25255D.jpghttp://lh6.ggpht.com/-ovOutoIDXjI/UQg2ltELoDI/AAAAAAAAAOU/R9_oJhDgpfc/s1600-h/IMG_0007.jpg6%25255B22%25255D.jpghttp://lh6.ggpht.com/-TEZWlC7tdPM/UQg2jzxqOaI/AAAAAAAAAOE/d6WAsV7bsO8/s1600-h/IMG_0007.jpg5%25255B33%25255D.jpghttp://lh4.ggpht.com/-CBUIXWPQwEQ/UQg2iGzfQRI/AAAAAAAAAN0/FU8tPV9Sqok/s1600-h/IMG_0007.jpg4%25255B43%25255D.jpghttp://lh4.ggpht.com/-qvscuYsUHPI/UQg2gB_nR0I/AAAAAAAAANk/ruvt9NCo24U/s1600-h/IMG_0007.jpg3%25255B7%25255D.jpghttp://lh5.ggpht.com/-JxQ_epaisvo/UQg2ejq6xmI/AAAAAAAAANU/RuQdvcVD2aw/s1600-h/IMG_0007.jpg2%25255B93%25255D.jpg
-
8/18/2019 Nota Form 4 Add Math
8/14
$(% #isbah jaraknya dari dua titik tetap, :$ x1 , y1% dan ;$ x2 , y2% ialah m : n.
Bab # : Statistik
http://lh5.ggpht.com/-4peIrGGfM7Y/UQg2tYjPZ2I/AAAAAAAAAPU/ZA-Vuu6OzYM/s1600-h/IMG_0007.jpg10%25255B61%25255D.jpg
-
8/18/2019 Nota Form 4 Add Math
9/14
1.
http://lh6.ggpht.com/-8HAczGDi5f8/UQg-7fUAEZI/AAAAAAAAAPk/rD0FToh1DTY/s1600-h/IMG_0008.jpg169.jpg
-
8/18/2019 Nota Form 4 Add Math
10/14
2. Jika setiap (erapan dalam set data ditambah atau ditolak dengan satu nilai pemalar k, maka
3. Jika setiap (erapan dalam set data didarab dengan satu pemalar k, maka
. Jika setiap (erapan dalam set data ditambah atau ditolak dengan satu nilai pemalar k , maka
*. Jika setiap (erapan dalam set data didarab dengan satu pemalar k, maka
+. Apabila dua set data, X dan Y digabungkan, maka
Bab $ : Sukatan %embulat
1. ;umus penukaran dar%ah kepada radian ialah
http://lh5.ggpht.com/-9Il_TOk2mmI/UQhCfK585sI/AAAAAAAAARk/iEpSOyCr5O4/s1600-h/IMG_0010.jpg1%25255B138%25255D.jpghttp://lh6.ggpht.com/-WCzw40duviE/UQg_PlNTaLI/AAAAAAAAARU/8-MsdmneOx8/s1600-h/IMG_0009.jpg7%25255B1%25255D.jpghttp://lh6.ggpht.com/-xUXvBWdK_cM/UQg_NvjrSNI/AAAAAAAAARE/uqRzmqMnB4w/s1600-h/IMG_0009.jpg672.jpghttp://lh3.ggpht.com/-Sla3_ioLLE0/UQg_L97XHXI/AAAAAAAAAQ0/xYgu6UVGzuY/s1600-h/IMG_0009.jpg58.jpghttp://lh6.ggpht.com/-tPOGjnsY8dQ/UQg_J_4aTOI/AAAAAAAAAQk/9bwBSuiuWEs/s1600-h/IMG_0009.jpg4126.jpghttp://lh6.ggpht.com/-DVyTeqpfN-Y/UQg_GWwYImI/AAAAAAAAAQU/wmyyucmei2U/s1600-h/IMG_0009.jpg36.jpghttp://lh4.ggpht.com/-KN0BHCNqlpg/UQg_CiSpFtI/AAAAAAAAAQE/nYdSxDcUPSM/s1600-h/IMG_0009.jpg26.jpghttp://lh6.ggpht.com/-7NF2czsQQKU/UQg-9o3_DAI/AAAAAAAAAP0/iwAzPyv9JKw/s1600-h/IMG_0009.jpg193.jpg
-
8/18/2019 Nota Form 4 Add Math
11/14
2. ;umus penukaran radian kepada dar%ah ialah
3.
.
*.
Bab & : Pembe'aan
1. 6erbitan pertama bagi suatu fungsi y terhadap x ialah
2, Jika y = uv, maka
3. Jika , mak a
. Jika y = k[f(x)]n, maka
*. Jika y = f(u) dan u = g(x), maka
http://lh3.ggpht.com/-M5I5o_50sh8/UQiVFOd2QZI/AAAAAAAAATo/p09qxvz8RCM/s1600-h/clip_image002445.gifhttp://lh3.ggpht.com/-QRCJzzxm_cg/UQiVK43_EWI/AAAAAAAAAT4/9pQGsG4hOyw/s1600-h/IMG_0010.jpg86.jpghttp://lh4.ggpht.com/-hjCtP89OYnc/UQiVUpaVJSI/AAAAAAAAAUI/uXmTfTOZicc/s1600-h/IMG_0011.jpg15.jpghttp://lh3.ggpht.com/-QRCJzzxm_cg/UQiVK43_EWI/AAAAAAAAAT4/9pQGsG4hOyw/s1600-h/IMG_0010.jpg86.jpghttp://lh3.ggpht.com/-M5I5o_50sh8/UQiVFOd2QZI/AAAAAAAAATo/p09qxvz8RCM/s1600-h/clip_image002445.gifhttp://lh5.ggpht.com/-81z_mVU3rMA/UQiVDPXcK2I/AAAAAAAAATY/aSxsfOnZtgk/s1600-h/IMG_0010.jpg76.jpghttp://lh4.ggpht.com/-2kikngNrbbI/UQiVA5LgCaI/AAAAAAAAATI/C2sHtxa8L98/s1600-h/IMG_0010.jpg67.jpghttp://lh6.ggpht.com/-iSO8JJF4Bq8/UQhCuI3Z2HI/AAAAAAAAASk/xz3hPGxKQ_Y/s1600-h/IMG_0010.jpg5%25255B50%25255D.jpghttp://lh6.ggpht.com/-prGd3h67150/UQhCqyvuxzI/AAAAAAAAASU/Jcn2ZKlco7Y/s1600-h/IMG_0010.jpg4%25255B8%25255D.jpghttp://lh4.ggpht.com/-k76NQureLNw/UQhCnEvz2OI/AAAAAAAAASE/3rf3ORLuEaE/s1600-h/IMG_0010.jpg3%25255B9%25255D.jpghttp://lh4.ggpht.com/-xIbWZzmsWE0/UQhChPZDioI/AAAAAAAAAR0/iY9Wgf-Q0OM/s1600-h/IMG_0010.jpg2%25255B9%25255D.jpg
-
8/18/2019 Nota Form 4 Add Math
12/14
+. $ersamaan tangen pada titik (x1 , y1 ) ialah
yang mana
. $ersamaan normal pada titik (x1 , y1 ) ialah
yang mana
. 9ada titik pusingan&
. 9ada titik maksimum& 14. 9ada titik minimum&
dan tanda dan tanda
adalah negatif. adalah positif.11. 'asalah 'aksimum dan
'inimum
12. !adar $erubahan yang erhubung
13. $erubahan !eil
http://lh6.ggpht.com/-HuZI6XttnmA/UQic8Cq1R_I/AAAAAAAAAXg/ee8JYC3KQoM/s1600-h/IMG_0011.jpg13%25255B60%25255D.jpghttp://lh5.ggpht.com/-7QHAx86cWis/UQic6LrckOI/AAAAAAAAAXQ/bcqNrbHSYN0/s1600-h/IMG_0011.jpg12%25255B106%25255D.jpghttp://lh6.ggpht.com/-3gTasusJm-4/UQic4CEhHQI/AAAAAAAAAXA/Z_LZysaCkqo/s1600-h/IMG_0011.jpg117.jpghttp://lh4.ggpht.com/--IyHh6zEEJY/UQic2k6d1YI/AAAAAAAAAWw/7hm9hHWFecE/s1600-h/IMG_0011.jpg953.jpghttp://lh6.ggpht.com/-PKGWYM8eVQo/UQic1GYJfqI/AAAAAAAAAWg/YDsdK3ioXi8/s1600-h/IMG_0011.jpg106.jpghttp://lh4.ggpht.com/-xyQ_8lkOusE/UQiczoKtL0I/AAAAAAAAAWQ/rlXhLn7CqM4/s1600-h/IMG_0011.jpg89.jpghttp://lh4.ggpht.com/-6lmD-qQTaas/UQicyJg7RcI/AAAAAAAAAWA/9ViTd6vDXQ8/s1600-h/IMG_0011.jpg732.jpghttp://lh5.ggpht.com/-wEE6mVadi94/UQicwo4uFGI/AAAAAAAAAVw/LU_jgrKF-QQ/s1600-h/IMG_0011.jpg666.jpghttp://lh3.ggpht.com/-qBoh00K_518/UQicvN7GwsI/AAAAAAAAAVg/bsPKuRgTHkY/s1600-h/IMG_0011.jpg58.jpghttp://lh5.ggpht.com/--K9ZUXlm4LM/UQictvgmiNI/AAAAAAAAAVQ/IWRg1ci7xPI/s1600-h/IMG_0011.jpg4236.jpghttp://lh3.ggpht.com/-w9Bt23HmOY0/UQiVuH2SVDI/AAAAAAAAAUo/hi64700PZ5E/s1600-h/IMG_0011.jpg3158.jpghttp://lh5.ggpht.com/-O-7V094okyo/UQiVaQEv49I/AAAAAAAAAUY/mibKjff48w0/s1600-h/IMG_0011.jpg27.jpg
-
8/18/2019 Nota Form 4 Add Math
13/14
1. $enghampiran
Bab 1( : Pen)elesaian Segitiga
1.
$etua sinus diberi oleh atau
2. $etua *inus melibatkan !es erambiguiti
3. $etua !osinus diberi oleh
. ,uas segitiga ABC
http://lh6.ggpht.com/-qbbLA3i-9gk/UQnkgUmTpfI/AAAAAAAAAdE/siIoTWXh_e4/s1600-h/IMG_0012.jpg88.jpghttp://lh3.ggpht.com/-ClQA7DD6FVs/UQnkelFXz1I/AAAAAAAAAc0/JKqqeB8R5iU/s1600-h/IMG_0012.jpg718.jpghttp://lh4.ggpht.com/-DQ2WLbY19QI/UQnkdPTuW4I/AAAAAAAAAck/fCKtneu0xCc/s1600-h/IMG_0012.jpg6%25255B49%25255D.jpghttp://lh4.ggpht.com/-LDLDaru0MKA/UQnkbXaNIcI/AAAAAAAAAcU/6YsU8IQxPTk/s1600-h/IMG_0012.jpg58.jpghttp://lh6.ggpht.com/-lpJ4VVviAFc/UQnkZ0INg-I/AAAAAAAAAcE/OZAtQXb66nk/s1600-h/IMG_0012.jpg4124.jpghttp://lh6.ggpht.com/-PwUs8WTPqKM/UQnkYEnU1OI/AAAAAAAAAb0/KuVfYoXGPkM/s1600-h/IMG_0012.jpg353.jpghttp://lh5.ggpht.com/-AoOVi9Hg1lI/UQidAhheygI/AAAAAAAAAYA/exRxhwZCdT4/s1600-h/IMG_0012.jpg2%25255B8%25255D.jpghttp://lh6.ggpht.com/-ctLVcOr337Y/UQic-KNxuoI/AAAAAAAAAXw/wLV-EpGsAII/s1600-h/IMG_0012.jpg1%25255B123%25255D.jpg
-
8/18/2019 Nota Form 4 Add Math
14/14
*. -eometri iga 'atra
$a%
$b%
Bab 11 : *mbr Indeks
1. Indeks harga, I diberi oleh
2. Nombor indeks gubahan, I diberi oleh
http://lh6.ggpht.com/-NYyqlFP_J3A/UQnn1NcAObI/AAAAAAAAAfA/nXu_9-vEfws/s1600-h/IMG_0013.jpg4%25255B13%25255D.jpghttp://lh5.ggpht.com/-NCYHsabq5UE/UQnnzY5epqI/AAAAAAAAAew/El1syO-jG_U/s1600-h/IMG_0013.jpg3%25255B11%25255D.jpghttp://lh4.ggpht.com/-ab_LoK8DpMU/UQnknFb24lI/AAAAAAAAAeE/ikerPeY4IQ0/s1600-h/IMG_0013.jpg7%25255B249%25255D.jpghttp://lh6.ggpht.com/-CTZzOs-B-H4/UQnklobuyEI/AAAAAAAAAd0/-pOHxUmdukQ/s1600-h/IMG_0013.jpg26.jpghttp://lh6.ggpht.com/-10MMr_dPvoI/UQnkj_jhX7I/AAAAAAAAAdk/eu4N7brW4yc/s1600-h/IMG_0013.jpg5%25255B91%25255D.jpghttp://lh5.ggpht.com/-CgfZ9o_pzjA/UQnkidEq2JI/AAAAAAAAAdU/VgeEGK4hAw0/s1600-h/IMG_0013.jpg17.jpg