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Solution
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Problem: prime factors 45 [ Calculator, Method and examples ]
Solution: Your problem `->` prime factors 45
1. All factors : Method-1 :
45 | ÷ | 1 | = | 45, | 1 and 45 are factors of 45 | 45 | ÷ | 3 | = | 15, | 3 and 15 are factors of 45 | 45 | ÷ | 5 | = | 9, | 5 and 9 are factors of 45 | 45 | ÷ | 9 | = | 5, | 9 and 5 are factors of 45 |
Stop here, since 9 and 5 are already factors of 45
So, all factors of 45 are `1,3,5,9,15,45`
Method-2 : Step-1: 1`xx`45 = 45, so take 1 and 45
All factors = `1, ... ,45`
Step-2: 3`xx`15 = 45, so take 3 and 15
All factors = `1,3, ... ,15,45`
Step-3: 5`xx`9 = 45, so take 5 and 9
All factors = `1,3,5, ... ,9,15,45`
Step-4: 9`xx`5 = 45
Since 9 and 5 are already factors of 45, and there is no any number between 5 and 9, which divides 45, so we stop here
So, all factors of 45 are `1,3,5,9,15,45`
2. Prime factors : Method-1 :
`:. 45=3 xx 3 xx 5`
Method-2 : Prime factors in exponential form Also, `45=3 xx 3 xx 5` can also be written as `45=3^2 xx 5` (using exponents)
Method-3 :
45 =3 × 15 =3 × 3 × 5
Method-4 : Prime factorization tree
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