yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Relative pronouns | The parts of speech | Grammar | Khan Academy


2m read
·Nov 11, 2024

Grammarians, we're going to talk about relative pronouns today.

What relative pronouns do is they link clauses together, specifically independent and dependent clauses. If you don't know what independent and dependent clauses are, that's okay. Just suffice it to say that these pronouns allow you to staple phrases together.

For example, in the sentence, "The man who sold the world is coming by on Tuesday," the pronoun "who" is the relative pronoun there. It's linking the independent clause "the man is coming by on Tuesday" to the dependent clause "sold the world."

The relative pronouns of English are who, whom, whose, that, and which, and we use them all for different things. We can use who, whom, whose, and that to refer to people, and we can use whose, that, and which to refer to things.

Let me show you. You could say, "The salad that I bought was wilted," but at the same time, I can also use that in this sentence: "The man that I saw smiled." See, I'm using that to refer to him. I could also use who.

But the word which, however, does not play very nicely with people. In the sentence, "The witch who cast the spell is kind," we could use either "the witch who cast the spell" or "the witch that cast the spell" because both that and who work with people. However, which strangely does not.

So we couldn't say, for example, "The witch which owns a cat is cruel." That's just not how the language shook out. Which is not a relative pronoun that applies to people.

These are the relative pronouns of English. This is broadly how they work, and I'm going to get into more specifics in following videos. You can learn anything.

More Articles

View All
Fractional powers differentiation | Derivative rules | AP Calculus AB | Khan Academy
So we have ( H(x) ) is equal to ( 5x^{1⁄4} + 7 ) and we want to find what is ( H’ ) of 16, or what is the derivative of this function when ( x ) is equal to 16. And like always, pause this video and see if you can figure it out on your own. All right, w…
Photosynthesis | Energy and matter in biological systems | High school biology | Khan Academy
Hey everybody! Dr. Sammy here, your friendly neighborhood entomologist. Today, we’re going to talk about photosynthesis. There’s very little life on this planet that could exist without photosynthesis. It is the prerequisite for pretty much everything yo…
What Actually Expands In An Expanding Universe?
A portion of this video was sponsored by Salesforce. More about Salesforce at the end of the show. The first piece of evidence that showed our universe is expanding came in the light from distant galaxies. If you look at the spectrum of the sun, you see t…
$1000 Per Month For EVERYONE | New Stimulus Explained
What’s up guys, it’s Graham here. So lately, there’s definitely been a lot of talking discussion about the upcoming stimulus packages. After all, it’s the closest that we can get to receiving free money. Almost 20% of the United States is now out of work,…
Comparing fractions with the same denominator | Math | 3rd grade | Khan Academy
Let’s compare ( \frac{2}{4} ) and ( \frac{3}{4} ). First, let’s think about what these fractions mean. ( \frac{2}{4} ) means we have some whole and we’ve split it into four equal size pieces, and we get two of those pieces. Maybe we could think about pizz…
Estimating limit numerically | Limits | Differential Calculus | Khan Academy
Consider the table with function values for ( f(x) = \frac{x^2}{1 - \cos x} ) at positive ( x ) values near zero. Notice that there is one missing value in the table; this is the missing one right here. Use a calculator to evaluate ( f(x) ) at ( x = 0.1 )…