Textile yarn and materials 35.4

This is actually like a cotton candy machine.

Women employed whatever materials they had available.

Just a spinning ball within a tiny atmosphere

AND EAT COTTON CAN DY AND LISTEN TO A BAND CONCERT.

So this part, the integer part, is 3 and the fraction part is 17 40.

Family names

No one knows, great Pharaoh. It is spun on the looms of the gods.

So let me just write the fraction.

This is actually like a cotton candy machine.

Well an improper fraction is a fraction where the numerator is larger than the denominator.

Enter the numerator of your result

Enter the denominator of your result

Maximal Main Denominator

We're going to use partial fraction expansion.

THERE WON'T BE ANY MORE MERRYGOROU N DS.

We're just multiplying two fractions where the denominator in the first one is the same as the numerator in the second one.

Let's start with the fraction 1 2.

This is just times dx.

You can imagine, the denominator tells us

Let's start with a fraction 5 12.

And what's an improper fraction?

This is the partial fraction decomposition.

We've already seen that the fraction 2 5, or fractions

This right over here is larger. So this is the larger.

And what fraction of them are pink?

This is equivalent to 9 4 times the reciprocal of this.

So let's just multiply by the reciprocal.

Let's make this the numerator.

Let's say I had the fraction 1 2.

This expression right here is a transformation of a.

And then, is equal to and then they just simplify this fraction.

But how many of these ninths do we have shaded in? Well we have one, two, three, four shaded in.

So we have to convert this to a percent, and the easiest thing to do is to first convert it into a decimal, so

Now, whenever you're dividing any fractions, you just have to remember that dividing by a fraction is the same thing as multiplying by its reciprocal.

But remember, the sections have to be equal sections.

Pride goes before destruction, and a haughty spirit before a fall.

Pride goeth before destruction, and an haughty spirit before a fall.

They're the exact same fraction, if you want to view it that way.

This right over here is smaller.

This is the exact same fraction of the entire model over here.

Let's rewrite this, so it's nice and big.

Because now we can rewrite this whole expression as the

And then we have this in the numerator.

So let's say I had the fraction 3 5.