The best kind of correct

195 points · 12 comments · view on lemmy.world

12 Comments

TriflingToad@sh.itjust.works · 18 pts · 1y (1 reply)

I love federation because you can randomly find someone posting from catsweat.com unironically

magikmw@lemm.ee · 11 pts · 1y

moist.catsweat.com nonetheless

eestileib@sh.itjust.works · 12 pts · 1y

Full credit

Gerudo@lemm.ee · 7 pts · 1y (2 replies)

Is the top portion how addition is taught now?

FlihpFlorp@lemm.ee · 12 pts · 1y

I think it’s to teach place values using the already learned concept of addition rather than that being the process of teaching addition alone

egrets@lemmy.world · 2 pts · 1y

It's so simple that only a child can do it.

philthi@lemmy.world · 2 pts · 1y (5 replies)

But... This has no digits in the 10,000s place... What am I missing here?

philthi@lemmy.world · 12 pts · 1y (4 replies)

Ah, now I see the problem: I'm a fool

rainerloeten@lemmy.world · 4 pts · 1y (2 replies)

Explain, for the other fools (and non-native speakers).

Is it referring to the coefficient of 10^4?

phlegmy@sh.itjust.works · 6 pts · 1y

The total number can be broken down to 6 * 1,000,000 + 6 * 100,000 + 6 * 10,000 + 6 * 1,000 + 6 * 100 + 6 * 10 + 6 * 1.

So you could think of it as a number with 6 millions, 6 hundred thousands, 6 ten thousands, 6 thousands, 6 hundreds, 6 tens, and 6 ones.

They just wanted any 7-digit number with 6 ‘ten thousands’ in it, eg: 1,060,000.

Putting a six in all of the positions fulfilled the question’s requirements without actually proving whether or not they understood the question.

Anticorp@lemmy.world · 1 pts · 1y

The number one in 10,000 is in the 10 thousands place. In the child's answer, the number 6 is in the 10 thousands place, which isn't clear since they're all 6's, but the bracketed number here is the 10 thousands place [6]6,666

TechieDamien@lemmy.ml · 2 pts · 1y

Happens to the best of us!

philthi@lemmy.world · 1 pts · 1y
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mrsemi@lemmy.world · 0 pts · 1y
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