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2^15*7^10*11^10*13^10

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Q: What is the prime factorization of 4004 to the 2002 power?
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How do you calculate the prime factorization of 4004 to the 2002 power?

4004 = 2*2*7*11*13 So, 40042002 = (2*2*7*11*13)2002 = 24004*72002*112002*132002.


What are the multiples of 2002?

Infinite, beginning with 2002, 4004, 6006, 8008 . . .


What are the factors and prime factors of 4004?

To find the prime factors, start dividing by the smallest prime, which is 2 4004 = 2*2002 4004 = 2*2*1001 1001 is odd so no more 2's. Not divisible by 3 or 5 either. Next try 7 1001 = 7*143 bingo! So 4004 = 2*2*7*143 143 not divisible by 7, so try 11: 143 = 11*13 bingo again Finally 4004 = 2*2*7*11*13 To get ALL the factors you have to find ALL the combinations of the primes. For instance 2*7*11 = 154 is one such combination that yields one of the factors of 4004. There are too many to list.


What is the factorization of 800?

Factorization of 800The factorization of 800 is:1 X 8002 X 4004 X 2005 X 1608 X 10010 X 8016 X 5020 X 4025 X 32Please don't confuse factorization with prime factorization, which is:2 X 4002 X 2 X 2002 X 2 X 2 X 1002 X 2 X 2 X 2 X 502 X 2 X 2 X 2 X 2 X 252 X 2 X 2 X 2 X 2 X 5 X 5Factorization is finding all the factors of a number. Prime Factorization is finding all the prime factors (those which are only evenly divisible by themselves and 1).


What are the multiples for 1001?

1001, 2002, 3003, 4004, 5005, 6006, 7007, 8008, 9009, 10010, . . .


What is the Difference between 4004 and 8008?

8008-4004=4004 (Eight thousand and eight minus four thousand and four equals 4004)


What are the factors of 4004?

1,2,4,7,11,13,14,22,26,28,44,52,77,91,143,154,182,286,308,364,572,1001,2002,4004


It was the world's first commercial microprocessor?

I believe it was the 4004 by Intel, later the 8008 and then the 8080


When did Intel release the 4004?

ambot


What is general purpose microprocessor?

4004


What is 1020 times 4004?

4,084,080.


What is the first general-purpose microprocessor?

4004