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What is the least common multiple of 3 and 9 ? lcm(3,9)=

What is the least common multiple of 33 and 99 ?\newlinelcm⁡(3,9)= \operatorname{lcm}(3,9)=

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Full solution

Q. What is the least common multiple of 33 and 99 ?\newlinelcm⁡(3,9)= \operatorname{lcm}(3,9)=
  1. Identify Prime Factorization of 33: Identify the prime factorization of 33.\newlinePrime factorization of 33: 33
  2. Identify Prime Factorization of 99: Identify the prime factorization of 99.\newlinePrime factorization of 99: 3×33 \times 3
  3. Identify Distinct Prime Factors: Identify all the distinct prime factors from the prime factorization of the two numbers.\newlineDistinct prime factors: 33
  4. Find Least Common Multiple (LCM): Since 99 is a multiple of 33, the least common multiple (LCM) of 33 and 99 is the larger number, which is 99.\newlineLCM of 33 and 99 is 99.

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