$\pi$ /2
1/16.64
9s^2 t^4)^3
(-3a^2)^2
9-5+2
derive L(e^{at}) = 1/(s+a)
Dada la integral fff, (4-z)dxdydz, con V: z = x ^ 2 + y ^ 2 ; 4 - z = x ^ 2 + y ^ 2 Resolverla usando coordenadas más convenientes...
4$\sqrt{37}$
37$\sqrt{4}$
Give the DFA for language of strings over ∑= {a, b} where no two consecutive a’s occurred.
