I have decided that 10^80 is the largest number :marseybigbrain:

when a kid asks me what the largest number is that's what I'm going to tell him and none of you glasses-wearing nerds can stop me

55
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(10^80)^2

:#marseyindignant:

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not a real number, keep yourself safe

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(10^80)^2 is in the set of ℝ :marseyreading:

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:#bbbr:

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Marseys truly are the future of communication :marseylove:

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:paren::1::0::caret::8::0::!paren::caret::2::in: :bbbr:

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Ty I was too lazy to do it

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no it isn't :marseyakshually:

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By induction:

Assume (10^80)^2 is a real number.

((10^80)^2)+1 is a real number b/c it's a number, 1 is real, and the closure property of addition in reals.

QED

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Assume (10^80)^2 is a real number.

why would I assume that, that's r-slurred

((10^80)^2)+1 is a real number b/c it's a number

:#soyjakanimeglassestalking:

1 is real

wow very profound :marseyeyeroll:

the closure property of addition in reals

the closure WHAT? go outside holy shit

QED

Quickly Eat Peepees

!r-slurs tower above !codecels

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(10^80)^2 is in R

proof

Assume (10^80)^2 is in R

:m#a#r#s#e#yreta#rd3:

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Mathematical induction

Basically, assume for n. Then show for n+1.

It's called analysis. Do you do it? :marseysipping:

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Oh shoot you almost baited me there

Good job though :marseyxd:

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:#marseybow:

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