SOLUTION: What are the prime factorizations of 33^4*39*4^14 I'm am completely confused on how to find this. Could someone please help me? It would be greatly appreciated.

Algebra ->  Algebra  -> Divisibility and Prime Numbers -> SOLUTION: What are the prime factorizations of 33^4*39*4^14 I'm am completely confused on how to find this. Could someone please help me? It would be greatly appreciated.      Log On

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 Question 627074: What are the prime factorizations of 33^4*39*4^14 I'm am completely confused on how to find this. Could someone please help me? It would be greatly appreciated.Answer by jim_thompson5910(28717)   (Show Source): You can put this solution on YOUR website!33 = 3*11 39 = 3*13 4 = 2*2 So 33^4*39*4^14 (3*11)^4*(3*13)*(2*2)^14 3^4*11^4*3*13*2^14*2^14 11^4*3^5*13*2^28 2^28*3^5*11^4*13 This means that 33^4*39*4^14 = 2^28*3^5*11^4*13