Finding GCF: Step 1: List PF. Step 2: Identify common factors. Step 3: Multiply the common factors.
Finding LCM:
Step 1: List PF. Step 2: Identify the factors in common. If a factor appears in more than one number, count it the greatest number of times it occurs. Step 3: Multiply the factors.
Reducing to lowest terms: Step 1: List PF. Step 2: Cross out the common factors. Step 3: Remaining factors are the numerator and denominator of the lowest terms fraction. (If there is more than one factor in the numerator or denominator, multiply those factors.
2 occurs three times, so multiply it three times when finding the LCM
times it occurs. Step 3: Multiply the factors. Page 1 of 1. Using Prime Factorization!.pdf. Using Prime Factorization!.pdf. Open. Extract. Open with. Sign In. Details.
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Except for the case (2, 3, 5, 7) at the beginning of the number sequence it is im- possible to have four consecutive primes p1,p2,p3,p4 with p4 â p1 < 8. An interval of seven or less cannot contain more than three odd numbers un- less one of them i
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