Kamis, 06 November 2014

PhotoMath, Aplikasi yang dapat menjawab soal matematika

PhotoMath

 Photo Math


 
Photo Math ini merupakan pengembangan dari negara benua Eropa, Kroasia. Hanya Saja, Photo Math telah hadir 3 tahun yang lalu, namun baru pada saat ini diperkenalkan secara luas kepada masyarakat.
 
Photo Math dapat menyelesaikan soal Matematika, seperti :
  • Desimal
  • Pecahan
  • Aritmatika
  • Akar
  • Persamaan Linear
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 "Kami bukan suatu perusahaan pendidikan. Kami mempromosikan teknologi canggih kami dari visi, Photo Math. Sekarang, teknologi kami cukuplah matang dan kami berusaha akan mengembangkannya lebih luas lagi", ujar CO-Founder and CEO Photo Math, Damir Sabol.
Damir Sabol mengatakan, bahwa diciptakannya aplikasi Photo Math agar lebih mudah untuk dikerjakan serta mendidik pengguna bagaimana menyelesaikan persoalan Matematika tersebut.
Photo Math saat ini merupakan Aplikasi Gratis dari PhotoPay. Photo Math ini kabarnya baru tersedia dalam Apple App Store dan Windows Store. Dan bagi pengguna Android, tampaknya anda harus bersabar hingga akhir tahun.
Bagaimana Cara Kerjanya ?
Pengguna cukup men scan/memindai soal matematika tersebut ke dalam Photo Math. Dan jika soal tersebut dikenali, maka akan tampak langsung jawaban pada layar ponsel Anda !
 
Photo Math ini merupakan pengembangan dari negara benua Eropa, Kroasia. Hanya Saja, Photo Math telah hadir 3 tahun yang lalu, namun baru pada saat ini diperkenalkan secara luas kepada masyarakat.
Photo Math dapat menyelesaikan soal Matematika, seperti :
  • Desimal
  • Pecahan
  • Aritmatika
  • Akar
  • Persamaan Linear
"Kami bukan suatu perusahaan pendidikan. Kami mempromosikan teknologi canggih kami dari visi, Photo Math. Sekarang, teknologi kami cukuplah matang dan kami berusaha akan mengembangkannya lebih luas lagi", ujar CO-Founder and CEO Photo Math, Damir Sabol.
Damir Sabol mengatakan, bahwa diciptakannya aplikasi Photo Math agar lebih mudah untuk dikerjakan serta mendidik pengguna bagaimana menyelesaikan persoalan Matematika tersebut.
Photo Math saat ini merupakan Aplikasi Gratis dari PhotoPay. Photo Math ini kabarnya baru tersedia dalam Apple App Store dan Windows Store. Dan bagi pengguna Android, tampaknya anda harus bersabar hingga akhir tahun.
Cara Kerjanya ?
Cara kerja aplikasi ini sangatlah mudah yaitu pengguna cukup menscan/memindai soal matematika tersebut ke dalam Photo Math. Dan jika soal tersebut dikenali, maka akan tampak langsung jawaban pada layar ponsel Anda !

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