what_is_the_lowest_common_multiple_of_143_and_208

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2,288

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How do we know?

What is the smallest natural number divisible by both the integer 143 and the integer 208?

Facts
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Show reasoning
Reasoning

I followed this chain of reasoning:

By calculation (generator: ["now@trueknowledge.com"]) I know that:

The current time is April 21st 2014, 07:12:44

The current time is April 21st 2014, 07:12:44

By calculation (generator: ["first_parameter@trueknowledge.com"]) I know that:

143 is the first parameter of 143 and 208

143 is the first parameter of 143 and 208

By calculation (generator: ["pinstance@trueknowledge.com"]) I know that:

Fact 1: 143 is a integer

Fact 1: 143 is a integer

Fact 1
is true for
all time

By calculation (generator: ["second_parameter@trueknowledge.com"]) I know that:

208 is the second parameter of 143 and 208

208 is the second parameter of 143 and 208

By calculation (generator: ["pinstance@trueknowledge.com"]) I know that:

Fact 1: 208 is a integer

Fact 1: 208 is a integer

Fact 1
is true for
all time

By calculation (generator: ["prime_factors_no_repetition@trueknowledge.com"]) I know that:

11 and 13 is the prime factors with repetition of 143

11 and 13 is the prime factors with repetition of 143

11 and 13
is the prime factors of
143

11 × 13
is the prime factorisation of
143

2, 2, 2, 2 and 13
is the prime factors with repetition of
208

2 and 13
is the prime factors of
208

2 × 2 × 2 × 2 × 13
is the prime factorisation of
208

By calculation (generator: ["product@trueknowledge.com"]) I know that:

2,288 is the product of 1, 2, 2, 2, 2, 11 and 13

2,288 is the product of 1, 2, 2, 2, 2, 11 and 13

13
is the product of
1 and 13

By calculation (generator: ["lcm@trueknowledge.com"]) I know that:

Fact 3: 2,288 is the least common multiple of 143 and 208

Fact 3: 2,288 is the least common multiple of 143 and 208

By calculation (generator: ["perm5@trueknowledge.com"]) I know that:

Fact 3 is true for all time

Fact 3 is true for all time

By calculation (generator: ["timeperiodtopoint@trueknowledge.com"]) I know that:

Fact 3 is true at April 21st 2014, 07:12:44

Fact 3 is true at April 21st 2014, 07:12:44

By calculation (generator: ["lcm@trueknowledge.com"]) I know that:

Fact 3: 13 is the highest common factor of 143 and 208

Fact 3: 13 is the highest common factor of 143 and 208

I know from locally stored knowledge that:

permanent applies to is the least common multiple of ([fact: ["1098541150@trueknowledge.com"]])

permanent applies to is the least common multiple of ([fact: ["1098541150@trueknowledge.com"]])

I used the following facts to provide this answer:

'is the least common multiple of' is permanent

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- what is the lcm of 143 and 208