Prime factorization of 848
Here you will see step by step solution of prime factorization of 848, how to find factors of 848, you will see all factors of 848, how many factors of 848 has? Factors of 848 are 1, 2, 4, 8, 16, 53, 106, 212, 424, 848, we can see that 848 has 10 factor and sum of all factors is 1674.
- All Factors of 848: 1, 2, 4, 8, 16, 53, 106, 212, 424, 848
- Prime Factors of 848: 2 × 2 × 2 × 2 × 53
- Prime Factorization of 848: 24 × 531
- Sum of Factors of 848: 1674
- Is 848 prime number: No
How to find factors of 848 by Division Method?
To find the factors of 848 by division method, we need the find the all numbers between 1 to 848, which divide 848 with 0 remainder, then the number is factor of 848.
Pair factors of 848
- 848/1 = 848 [ 1 × 848 (1, 848) 1 and 848 is pair factor of 848]
- 848/2 = 424 [ 2 × 424 (2, 424) 2 and 424 is pair factor of 848]
- 848/4 = 212 [ 4 × 212 (4, 212) 4 and 212 is pair factor of 848]
- 848/8 = 106 [ 8 × 106 (8, 106) 8 and 106 is pair factor of 848]
- 848/16 = 53 [ 16 × 53 (16, 53) 16 and 53 is pair factor of 848]
- 848/53 = 16 [ 53 × 16 (53, 16) 53 and 16 is pair factor of 848]
- 848/106 = 8 [ 106 × 8 (106, 8) 106 and 8 is pair factor of 848]
- 848/212 = 4 [ 212 × 4 (212, 4) 212 and 4 is pair factor of 848]
- 848/424 = 2 [ 424 × 2 (424, 2) 424 and 2 is pair factor of 848]
- 848/848 = 1 [ 848 × 1 (848, 1) 848 and 1 is pair factor of 848]
As we checked numbers between 1 to 848 that are not leaving any remainder, hence we can say factors of 848 is 1, 2, 4, 8, 16, 53, 106, 212, 424, 848.
Also note that, in exponential form prime factorization of 848 is written as 24 × 531 and it is a composite number.
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