Finding GCF by using Prime Factorization

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Обучающие
3.0
Finding GCF by using Prime Factorization Screen Shot 0Finding GCF by using Prime Factorization Screen Shot 1Finding GCF by using Prime Factorization Screen Shot 2Finding GCF by using Prime Factorization Screen Shot 3Finding GCF by using Prime Factorization Screen Shot 4Finding GCF by using Prime Factorization Screen Shot 5Finding GCF by using Prime Factorization Screen Shot 6Finding GCF by using Prime Factorization Screen Shot 7Finding GCF by using Prime Factorization Screen Shot 8Finding GCF by using Prime Factorization Screen Shot 9Finding GCF by using Prime Factorization Screen Shot 10Finding GCF by using Prime Factorization Screen Shot 11Finding GCF by using Prime Factorization Screen Shot 12Finding GCF by using Prime Factorization Screen Shot 13Finding GCF by using Prime Factorization Screen Shot 14Finding GCF by using Prime Factorization Screen Shot 15Finding GCF by using Prime Factorization Screen Shot 16Finding GCF by using Prime Factorization Screen Shot 17Finding GCF by using Prime Factorization Screen Shot 18Finding GCF by using Prime Factorization Screen Shot 19Finding GCF by using Prime Factorization Screen Shot 20Finding GCF by using Prime Factorization Screen Shot 21Finding GCF by using Prime Factorization Screen Shot 22Finding GCF by using Prime Factorization Screen Shot 23Finding GCF by using Prime Factorization Screen Shot 24Finding GCF by using Prime Factorization Screen Shot 25Finding GCF by using Prime Factorization Screen Shot 26Finding GCF by using Prime Factorization Screen Shot 27

Finding GCF by using Prime Factorization

The Greatest Common Factor (GCF) of some numbers, is the largest number that divides evenly into all of the numbers. The prime factorization of a number involves breaking that number down to its smallest parts. This game will show you a way to discover the prime factors of a number (2-210) and after the Greatest Common Factor . A prime number is any number that is only divisible by itself and 1.The funny teacher asks three numbers from the student (2-210), in order to find the greatest common factor and through a procedure of continuing questions the student is called to find the smallest prime number, who can divide accurately the chosen number every time. Every right answer takes 1 point. According to how many prime numbers must multiply to create the chosen number, the student must answer some questions.We have to make the procedure of Prime Factorization for three numbers and the student must answer all relevant questions. After that, the student will know all prime factors of the three numbers and he must find the Greatest Common Factor. This is a helpful teaching resource for Teachers, Parents and Students.
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Информация

  • ID:com.learnmathwithfun.bob.findinggreatestcommonfactorbyusingprimefactors
  • Категория:Обучающие
  • Обновленный:2018-03-09
  • Версия:1.0
  • Требует:Android 4.0.3