(10.35744168651286277865692678134327688320566498224+10.35744168651286277865692678134327688320566498224+10.357441686512863277865692678134327688320566498224)%(6√10.35744168651286277865692678134327688320566498224)= just over 6.
(10.3574416865128627786569267813432768832056649822377+10.3574416865128627786569267813432768832056649822377+10.35744168651286327786569267813432768832056649822377)%(6√10.3574416865128627786569267813432768832056649822377)= just under 6 and the closest as far as correct numbers up till I cut it off, without rounding.
Not continuing to solve because there may never be an end
144??
Double-termial of 144 is 5256
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Good bot
(144?)?
Termial of termial of 144 is 54502020
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(144?)^(144?)
Termial of 144 is 10440
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hmm
He doesn’t do other math stuff only factorial and termial.
got it
lets test the bot
144???
Triple-termial of 144 is 3528
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144!!!!
Quadruple-factorial of 144 is 1756688818283804381631563107501689976914509549544878899200000000
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144?!?!?!
That is so large, that I can't even give the number of digits of it, so I have to make a power of ten tower.
Factorial of termial of factorial of termial of factorial of termial of 144 has on the order of 101.226559688412631461475886037727 × 1074852 digits
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144!!!!!
Quintuple-factorial of 144 is 719377386700007852357749643770852712123317484519424
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The answer is a=144. I don't know what bot is talking about.
I think the answer to this is gross, to be honest
Gross??
Yes. A dozen dozen is a gross. Please don't mention the number 288, it's just too gross!
Thanks, in return, might I interest you in an explanation of the sub we're currently in?
r/angryupvote
Right
the answer should be a is equal to either 0 or 144.
Ah yes, 0/0=6
a cannot be 0 as you cannot divide by 0
69420????
Quadruple-termial of 69420 is 602426760
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Thank you helpful bot
69420?!?!?
That is so large, that I can't even give the number of digits of it, so I have to make a power of ten tower.
Termial of factorial of termial of factorial of termial of 69420 has on the order of 1043120571781 digits
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Thank you again kind bot
A=144
You found a. You're supposed to find a??. So, the answer would be 5,256.
√a=x
XX+XX+XX/6X=6
WE DIVIDE X ON BOTH SIDES X+X+X/6=6
3X/6=6
X/2=6
X=12
A=12*12
A=144
You were close! However, we were solving for a?? not a. So, the answer would be 5,256.
U didn’t divide X on both sides but rather factored out an X in the numerator and simplified the fraction, but yeah.
You can cheat by turning it into a/(2√a) = 6
You can further cheat by making it (a)/(√a) = 12
And from here you can easily guess the answer.
You can't do that! That's cheating!
2?!!?
Termial of double-factorial of termial of 2 is 6
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144, checked my work it’s correct 😁. That was fun
(10.35744168651286277865692678134327688320566498224+10.35744168651286277865692678134327688320566498224+10.357441686512863277865692678134327688320566498224)%(6√10.35744168651286277865692678134327688320566498224)= just over 6.
(10.3574416865128627786569267813432768832056649822377+10.3574416865128627786569267813432768832056649822377+10.35744168651286327786569267813432768832056649822377)%(6√10.3574416865128627786569267813432768832056649822377)= just under 6 and the closest as far as correct numbers up till I cut it off, without rounding.
Not continuing to solve because there may never be an end
a+a+a/6*sqrroot(a) = 6
3a = 36*sqrroot(a)
a = 12*sqrroot(a)
sqrroot(a) = a/12
a = (a^2)/144
144a = a^2 => a = 144
0!!?!?!!!!??!!!!
Quadruple-factorial of double-termial of quadruple-factorial of termial of factorial of termial of double-factorial of 0 is 1
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There are 4 "a"s
9
wtf is this here for?
I guess because "a??"
a??