We have to rewrite the following fractions with fraction with least common denominator

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Least common multiple

Don't you understand fractions and decimals?

In order to add these two fractions we need to find a common denominator

You say, hey, Sal, how did you get 8?

Now 13 93.

light of logistic regression, the Support

He began by realizing that any number can be divided down over and over until you reach a group of smallest equal numbers.

Find this function's global maximum and global minimum.

And the best number to do it by what number is the smallest number that if I multiply both of these fractions by it, they won't be fractions anymore, they'll be whole numbers?

5 is just 5, because it is a prime number.

The least common multiple is just going to be 8 times 5.

Rank the following four scatter plots by their correlation coefficient.

Or the other way we can do it is take the prime factorization of each of these numbers, and just say that the

Well, 100 is divisible by 2, so 100 is actually the least common multiple of 100 and 2.

I'll leave that up to you as an exercise.

1 is a factor.

But when you have a number in the denominator, the larger it is, the smaller the fraction.

Well, 12 is divisible by 12, and 12 is also divisible by 2, so 12 is the least common multiple.

So 21 28 and 6 9.

12 times 5 is 60.

And let's say you've implement and regularize linear regression.

I'll construct my decimal one place at a time.

So if we were to add these three fractions, the common denominator is x minus 1 times x minus 2 squared.

Well what's the least common multiple of two and three?

Now let me talk about problems with k means.

It turns out that what we want for, what we'll call the common denominator, it turns out to be the least common multiple of two and three.

If n is 4, then we're going to have 3, 2, and 1. That's okay.

You have a proper fraction if your numerator if your numerator is less than your denominator if your numerator is less than your denominator and if you don't have a proper fraction you have an improper fraction.

I'll now show you how to convert a fraction into a decimal.

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Let's do minus one ninth minus one over four.

So once again, we already have 3 and 5.