Question

Given HCF (306,657)=9,find LCM (306,657)​

Answer 1

Question:-

Given HCF (306,657)=9,find LCM (306,657)

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We know that,

LCM x HCF = Product of the two numbers

LCM= $\frac{Product \: of \: numbers}{HCF}$

Product of the two numbers =306×657=201042

LCM = $\frac{201042}{9}$

LCM =22,338

Answer 2

Answer:

Given:

☆ HCF (306, 657) = 9.

Find:

☆ LCM (306, 657).

Know terms:

☆ HCF ⇒ Highest common factor.

☆ LCM ⇒ Least common multiple.

Calculations:

☆ $\sf HCF ⇒ 9 \times 1 = [9].$

☆ $\sf LCM ⇒ 9 \times 1 \times 73 \times34 = [22338].$

Note:

☆ Refer the attachment for the diagram.