Примери коришћења Common multiple на Енглеском и њихови преводи на Српски
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We'd see that 160 is a common multiple.
Is also a common multiple, but it is a bigger one.
Because it has to be a common multiple of 5.
So the least common multiple of 8 and 5 has to have a 5 and three 2's in it.
So, this is our least common multiple(LCM).
Well, 12 is divisible by 12, and 12 is also divisible by 2,so 12 is the least common multiple.
This is the least common multiple. So this is 30.
And if we were to ask, what is the least common multiple?
Let's say the least common multiple of 10 and 8.
And if we were to keep going we would also see that 120 is a common multiple.
So the least common multiple of 12, 5 and 15 is 60.
Both 10 and-[100]is the least common multiple.
What is the least common multiple, abbreviated as LCM, of 15, 6 and 10?
Now, this is one way to find the least common multiple.
So what's the least common multiple of 100, 3, 2, and 100?
Well, 40 is lower than 80,so we say 40 is the least common multiple.
So this is definitely a common multiple and it is the smallest of all of their LCMs.
So you could rewrite-- so what's the least common multiple of 9 and 7?
I have found a common multiple it is the smallest multiple they have other common multiples like 48,72 and we can go on but this is their smallest common multiple. .
So this is going to be equal to, well, the least common multiple of 3 and 100.
So what we can say is, is that the least common multiple of 10 and 8-- and this is the elegant way and it might not be obvious to you why it works and I might do another module with you to show you why this works.
Already looks interesting,because it is a common multiple of both 15 and 60.
Let me write it out LCD of 8& 6 is going to be the LCM of 8& 6 and a couple of ways to think about the LCM you could really take the multiples of 8& 6 andsee what their smallest common multiple is.
Hello, I'm now going to do some practice least common multiple problems for you.
Scaliger combined three traditionally recognized temporal cycles of 28, 19 and 15 years to obtain a great cycle, the Scaliger cycle, or Julian period,of 7980 years7980 is the least common multiple of 28.
So we really have to just find the least common multiple between 100 and 300.
Either way, both of these are valid ways of finding the least common multiple.
And that common denominator used to be the least common multiple of eleven and thirteen.
If a and b are both nonzero, the greatest common divisor of a andb can be computed by using least common multiple(lcm) of a and b.
And I got 8 because I said, well,what's the least common multiple of 4 and 8?