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When you only need a substitution to solve the integral fe)= 2 cos(a) good 11:22

Integration by substitution


Uploaded by k_j Dec 22, 2019 at 03:53AM EST

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Origin Entry: I just kicked a child

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Math teachers going to the psychiatric after one of his students say: "Riemann's hypothesis is false" fle)=2•cos(a) Oh aah aah good morning fellow mathematicians I just kicked a child 11:22
Random child:0°C +0°C= 64 °F Joke. Let G and H be groups, and let p: G - H be a homomorphism. Then: )=2•costa) 1. The kernel of p is a normal subgroup of G, 2. The image of p is a subgroup of H, and 3. The Image of p is Isomorphic to the quotient group G/ ker(p). In particular, if p is surjective then H is isomorphic toG/ ker(p). Oh aah aah good morning fellow mathematicians I just kicked a child imgflip.com C 11:22
Me when I see an applied mathematician fla)= 2•costa) Oh aah aah good morning fellow mathematicians I just kicked a child C 11:22
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Uploaded Dec 22, 2019 at 03:53AM EST

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I just kicked a child

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antimeme, integral, substitution

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