This and this mean the exact same thing.

They alike?

They are very alike.

The two are similar.

You must be like your mom.

You're exactly alike.

No two missions are alike.

And why are they so similar?

There are no two grains of sand alike in the world.

They look too much alike to be the same.

The dialects of Algeria and Morocco are similar.

Now these two statements look very similar.

So b and c looked the same, but they are two different things.

Two similar universities, Harvard and Princeton, have had nearly the same success.

But they looked exactly alike. We must close our minds to that fact.

Fadil was curious to see to what extent Arabic and Hebrew were similar to one another.

They look too much alike. You said it. There couldn't be two...

Every single grain is different. There are no two grains of sand alike in the world.

With both of these methods, no two prints are exactly alike, but both reveal dramatic images of the fish.

We have two like terms here. We have this...let me find a new color.

But in general, if you know that two angles of a triangle are the same, the third has to be the same.

But here, we have well I won't say a completely different problem, because we're learning they're actually very similar but here I'm doing a problem of,

Because when you realize that two problems are really the same thing, it takes all of the superficial human veneer away from things.

And all that is, is taking this expression up here and turning it into two simpler expressions where the denominators are the factors of this lower term.

And we're going to expand it into two simpler expressions where each of these are the denominator and I will make the claim, and if the numbers work out then the claim is true I'll make the claim that I can expand this, or decompose this, into two fractions where the first fraction is just some number a over the first factor, over x plus 5, plus some number b over the second factor, over x minus 8.

Those two songs look very much the same as I'm showing you here on a sonogram with time versus frequency, and they sound the same to us, but a female bird can tell the difference.

So in our first situation So they both We established that both this set of parametric equations and this set of parametric equations, they both have the same overall, I guess we could say, shape of their path.