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Find an upper-bound for the denominator of a given expression

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#rational-numbers #gcd-and-lcm #least-common-multiple
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How do I intuitively explain someone why we calculate LCM by factorization?

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#least-common-multiple
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A group of soldiers was asked to fall in line making rows of three.

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Finding minimum number of squares inside a rectangle

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Show that $\exists a, b$ where $\gcd(a,b) = d$ and $\operatorname{lcm}(a,b) = e$ iff $d \mid e$

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#discrete-mathematics #gcd-and-lcm #least-common-multiple
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Suppose a,b are in group G, and commute, with orders m, n.

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#abstract-algebra #group-theory #least-common-multiple
177
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Question about Least Common Multiples of a sequence of consecutive integers

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#elementary-number-theory #prime-numbers #factorial #least-common-multiple
554
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Least Common Multiple and the product of a sequence of consecutive integers

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#elementary-number-theory #inequality #prime-numbers #least-common-multiple
32
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Number Theory: Divisibilty

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#number-theory #divisibility #gcd-and-lcm #least-common-multiple
262
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Is this a simple LCM or Ad hoc problem or modular arithmetic problem?

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#modular-arithmetic #chinese-remainder-theorem #least-common-multiple
46
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Find the value of a if A divisable by 3

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#gcd-and-lcm #least-common-multiple
159
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Which integers have inverses with respect to lcm operator, a*b=lcm (a,b)

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#abstract-algebra #binary-operations #least-common-multiple
175
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Is there an concept of Least Common Odd Multiple?

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#number-theory #least-common-multiple
462
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What will be 6th number in this series?

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How to find GCD and LCM of a factorial and a large number?

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