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DANDY-611 Bagian 20 - 239 minitDANDY-611 Bagian 19 - 228 minitDANDY-611 Bagian 18 - 217 minitDANDY-611 Bagian 17 - 206 minitDANDY-611 Bagian 16 - 195 minitDANDY-611 Bagian 15 - 184 minitDANDY-611 Bagian 14 - 173 minitDANDY-611 Bagian 13 - 162 minitDANDY-611 Bagian 12 - 151 minitDANDY-611 Bagian 11 - 140 minitDANDY-611 Bagian 10 - 129 minitDANDY-611 Bagian 9 - 118 minitDANDY-611 Bagian 8 - 107 minitDANDY-611 Bagian 7 - 96 minitDANDY-611 Bagian 6 - 85 minitDANDY-611 Bagian 5 - 74 minitDANDY-611 Bagian 4 - 63 minitDANDY-611 Bagian 3 - 52 minitDANDY-611 Bagian 2 - 41 minitDANDY-611 Bagian 1 - 30 minit

DANDY-611 JAV Pentingnya Menghormati Privasi dan Etika dalam Interaksi Sosial - Cuplikan Gratis dan Subtitle Bahasa Indonesia srt.

229 minit73 tontonan


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Studio Produksi: DANDY

Direktur: Parsley Okamoto

Tanggal Rilis: 12 Jul, 2018

Durasi: 229 minit

Harga Subtitle: $343.5 $1.50 per menit

Waktu Pesanan Kustom: 5 - 9 hari

Jenis Film: Disensor

Negara Film: Jepang

Bahasa Video: B. Jepang

Format Subtitle: File .srt / .ssa

Ukuran File Subtitle: <229 KB (~16030 baris yang diterjemahkan)

Nama File Subtitle: 1dandy00611.srt

Translation: Terjemahan Manusia (bukan A.I.)

Resolusi Video dan Ukuran File: 320x240, 480x360, 852x480 (SD), 1280x720 (HD), 1920x1080 (HD)

Lokasi Syuting: Rumah Sakit / Klink

Jenis Rilis: Penampilan Biasa

Pemeran: Aktris Solo

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Pemilik Hak Cipta: © 2018 DMM

Resolusi Video dan Ukuran File

1080p (HD)10,346 MB

720p (HD)6,891 MB

576p5,180 MB

432p3,460 MB

288p1,777 MB

144p698 MB

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XRW-514 0 *In this set of problems, you are going to calculate the probabilities ofcertain events happening. Each problem will have a specific scenario that will beused to calculate the probabilities. Let's start by calculating the probabilities ofchildren being born in a certain country.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to the probability of having a girl, that is, 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `Therefore, the probability of each couple having at least one boy is 0.75.` ### 2) Determine the probability of at least one being a boy if a couple has 3 children. Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^3, which is 0.125.` `The probability of having at least one child is 1 - 0.125, which is 0.875.` `Therefore, the probability of each couple having at least one boy is 0.875.` ### 3) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a girl. What is the probability of each couple having atleast one girl? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all boys is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `Therefore, the probability of each couple having at least one girl is 0.75.` ### 4) Determine the probability of at least one being a girl if a couple has 3 children. Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all boys is 0.5^3, which is 0.125.` `The probability of having at least one child is 1 - 0.125, which is 0.75.` `Therefore, the probability of each couple having at least one girl is 0.75.` ### 5) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `Therefore, the probability of each couple having at least one boy is 0.25.` ### 6) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a girl. What is the probability of each couple having atleast one girl? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all boys is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `Therefore, the probability of each couple having at least one girl is 0.75.` ### 7) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a girl. What is the probability of each couple having atleast one girl? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all boys is 0.5^2, which is 0.5.` `The probability of having at least one child is 1 - 0.5, which is 0.5.` `Therefore, the probability of each couple having at least one girl is 0.5.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per cubic per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.5.` `The probability of having at least one child is 1 - 0.5, which is 0.5.` `The probability of each couple having at least one boy is 0.5.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of haveInf least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.5, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What for the connection assuming the probability of 0.75 is 0.504?` Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.75.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.5.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.75.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. The probability of each couple having atleast one boy is 0.75.` Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ` ### 1) A certain country has a birth rate of 1.4 per couple, the probability of having a boy is 0.5. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.5.` ` --- ` ` ` ` ## Any bugs? Please write [here](https://www.example.com/anybug for Creator) or [here](https://www.example.com/anybug for Reviewer) ` ` ` ` ` ` ` ` ` ` `

12 Jul 2018

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