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Are there any other ordered pairs where \(x \ne y\)?

ZOMG, wait.

\((-4)^2 \times -4 = (-4)^2 \times -4\)

Facepalm. They can be negative.

PING and the light turns on!

:D

lol yeah. That fetches me \(17 + 16 = 33\)

Is 33 correct?

no

Aww.

you have 33+16+16=?

Why is that so?

that many ordered pairs
(0,?)
and
(?,0)

Oh, I'm stupid. Thanks man!

so, it'd be
33+32+32
ordered pairs

how many ways can you have
1) x=0
2) y=0
3) x=y

Is this from brilliant.org?

@oldrin.bataku Yeah, practicing stuff :-)

this way you counted (0,0) twice

Am I not allowed to ask questions for practice?

@electrokid I subtracted it in the end.

right.

I'm not sure if you're allowed to ask for help on brilliant.org questions, at least publicly... :-p

yes you are allowed

and i am god

@oldrin.bataku But I think I'm just practicing techniques.

brilliant! 97 is the correct answer

o'course it'd be
lol

u wbhi dheu dhee hee:)

i said, i enjoyed the problem

now i must go , there are babies to punish