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
Analyzing functions for discontinuities (discontinuity example) | AP Calculus AB | Khan Academy
So we’ve got this function ( f(x) ) that is piecewise continuous. It’s defined over several intervals. Here for ( 0 < x \leq 2 ), ( f(x) ) is ( \ln(x) ). For any ( x > 2 ), well then ( f(x) ) is going to be ( x^2 \cdot \ln(x) ). What we want to do …
Worked example: differentiating polar functions | AP Calculus BC | Khan Academy
Let r be the function given by r if theta is equal to three theta sine theta for theta is between zero and two pi, including zero and two pi. The graph of r in polar coordinates consists of two loops, as shown in the figure above. So let’s think about wh…
5 AMAZING Experiments and "Sauciest of the Week" !
Hey, Vsauce. It’s Michael with two big announcements. Count them, two. First of all, there’s a brand new episode of Vsauce Leanback that you can start by clicking the link at the top of this video’s description. This week the topic is crazy and classic s…
A Crash Course in Guyanese Cuisine | Gordon Ramsay: Uncharted
This is Georgetown, the Catholic Guyana, a tiny South American country that sits right on the edge of that mighty Amazon jungle. Located on the northern edge of South America, this English-speaking nation is made up of thousands of square miles of untame…
Proof: Matrix determinant gives area of image of unit square under mapping | Matrices | Khan Academy
The goal of this video is to feel good about the connection that we’ve talked about between the absolute value of the determinant of a two by two matrix and the area of the parallelogram that’s defined by the two column vectors of that matrix. So, for ex…
Dilations and shape properties
What we’re going to do in this video is think about how shapes’ properties might be preserved or not preserved from dilations. And so here we have this quadrilateral and we’re going to dilate it about point P here. I have this little dilation tool. So th…