4*(Γ(4)+4+4/4)
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4!+(4*4)+4+Γ(sqrt4)
cjxchess17 wrote:
determinedforchess wrote:
@cjxchess17, did u know what e^pi i was before i commeneted?
31
Why would I not? It's -1. Also, "e^pi i" should be written as "(e^π)^i" or "e^(πi)".
4!+4!-4-4-√4
you only copied the symbol from google. it's not on chess.com
Smallest number expressible as a sum of 2 different cubes in 2 different ways-1687+ Sin(90 degrees)+4
If you only search what Sin(90 degrees) is(you probably don't know that), you should be able to figure out what the Smallest number expressible as a sum of 2 different cubes in 2 different ways is, since my expression has to equal 46.
also could someone explain what a gamma function is. i don't want to read all that.
determinedforchess wrote:
cjxchess17 wrote:
determinedforchess wrote:
@cjxchess17, did u know what e^pi i was before i commeneted?
31
Why would I not? It's -1. Also, "e^pi i" should be written as "(e^π)^i" or "e^(πi)".
4!+4!-4-4-√4
you only copied the symbol from google. it's not on chess.com
Smallest number expressible as a sum of 2 different cubes in 2 different ways-1687+ Sin(90 degrees)+4
If you only search what Sin(90 degrees) is(you probably don't know that), you should be able to figure out what the Smallest number expressible as a sum of 2 different cubes in 2 different ways is, since my expression has to equal 46.
also could someone explain what a gamma function is. i don't want to read all that.
Γ(x)=(x-1)!
(4^4-(4*4))/Γ(sqrt4)
Γ(x)=(x-1)!
yeah i found that much out, but it's not that simple.
also, why are so many people using 4's
Don't use order of operations for this
3+4 x 18+49- denominator of fraction that has the fibonnaci sequence incoded in it-[(sin 33 degrees^2)+cos 33 degrees^2]-37
It's a game, we are trying to make numbers using only 4s. Ex.
Γ(4)^sqrt4+(4*4)-sqrt4
51.
Jan 14, 2019
0
#50
determinedforchess wrote:
cjxchess17 wrote:
determinedforchess wrote:
@cjxchess17, did u know what e^pi i was before i commeneted?
31
Why would I not? It's -1. Also, "e^pi i" should be written as "(e^π)^i" or "e^(πi)".
4!+4!-4-4-√4
you only copied the symbol from google. it's not on chess.com
Smallest number expressible as a sum of 2 different cubes in 2 different ways-1687+ Sin(90 degrees)+4
If you only search what Sin(90 degrees) is(you probably don't know that), you should be able to figure out what the Smallest number expressible as a sum of 2 different cubes in 2 different ways is, since my expression has to equal 46.
also could someone explain what a gamma function is. i don't want to read all that.
lol "you probably don't know that" you think I don't know something that 99% of people on earth do know? sin 90=1 since the opposite of a right angle in a right triangle is the hypotenuse, so hypotenuse/hypotenuse is 1. Also, you phrased the question completely wrong. The smallest number expressible as a sum of 2 different cubes in 2 different ways using any integers is 91. e.g. 91=6^3+(-5)^3=4^3+3^3. The smallest number expressible as a sum of 2 different cubes in 2 different ways using only positive integers is 1729.
Anyways, 4*(Γ(4)+Γ(4)+4/4)
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Fifty four
cjxchess17 wrote:
determinedforchess wrote:
cjxchess17 wrote:
determinedforchess wrote:
@cjxchess17, did u know what e^pi i was before i commeneted?
31
Why would I not? It's -1. Also, "e^pi i" should be written as "(e^π)^i" or "e^(πi)".
4!+4!-4-4-√4
you only copied the symbol from google. it's not on chess.com
Smallest number expressible as a sum of 2 different cubes in 2 different ways-1687+ Sin(90 degrees)+4
If you only search what Sin(90 degrees) is(you probably don't know that), you should be able to figure out what the Smallest number expressible as a sum of 2 different cubes in 2 different ways is, since my expression has to equal 46.
also could someone explain what a gamma function is. i don't want to read all that.
lol "you probably don't know that" you think I don't know something that 99% of people on earth do know? sin 90=1 since the opposite of a right angle in a right triangle is the hypotenuse, so hypotenuse/hypotenuse is 1. Also, you phrased the question completely wrong. The smallest number expressible as a sum of 2 different cubes in 2 different ways using any integers is 91. e.g. 91=6^3+(-5)^3=4^3+3^3. The smallest number expressible as a sum of 2 different cubes in 2 different ways using only positive integers is 1729.
Anyways, 4*(Γ(4)+Γ(4)+4/4)
wow you're so smart and so cool and so salty.
if you want to correct me on everything go ahead.
i'll do the same. you're wrong. Most people don't know what e^pi i is(i bet now you're gonna say you should have used the real symbols or e^pi^i) or sin 90. definitely not 99%. and you know what i meant. you're just trying to act so smart. "it HAS to be a positive integer. oh my god how could you say just an integer."
56
4!*sqrt4+4+4-Γ(sqrt4)
I know
59
chadnilsen r u on mobile ?
61
(Γ(4)^sqrt4)+Γ(4)+4/4