He was abducted by Hagrid when he turned 11 so that would place him maybe around the fifth or sixth grade.
I don’t know if canonically there are math classes at Hogwarts.
The thought came to while I was watching the anime Mashle. If you are into Harry Potter and One-Punch Man I’d recommend giving it a watch.
Someone mentioned this community below; I wanted to highlight it.
Small promotion for !harrypotter@literature.cafe
Muggle is a racial slur used by magic-able people to refer to magic disabled people.
Not a slur, you’re thinking of mudblood
The preferred term is NaMP - Not a Magical Person/Non-Magical Person. You could also say “Person of Non-Magic,” but it’s hard to pronounce “ponm.”
There can be more than one slur. Muggle is debatable I believe.
Muggle isnt a slur, just as wizard isnt a slur. It’s not a derogatory term. It’s just their word for non-magic people while non-magic people use the word wizard or witch.
Idk I can’t remember anyone in Harry Potter using it as a straight up slur, the worst I can think of is some people use it in a rude way like “The Blacks” or “The Gays”. I haven’t read them in a long time tho, I just remember mudblood being a slur and muggle being the accepted term, even by muggleborn magic users
That’s because Mudblood is a magic user born from a Muggle family. A different term from Muggle itself. Pretty sure Muggle is an accepted term in the overall society (it’s used in the Ministry’s Department name for example), except from a few ‘activists’ you might hear of.
I believe there’s someone like that in Hogwarts Legacy as well.
What’s wrong about saying the blacks or the gays? That’s just refering to a specific group of people. Only thing I can see as problematic is the generalization that follows but that’s always the case when talking about groups.
People take offense to using adjectives describing a group of people as a noun. For example “the black community” or “people who are gay” describe a subset (describe a portion of the overall community,) whereas “the blacks” or “the gays” describe a distinct set (and imply that group as an “other”)