(π₯^2π¦^2 β π₯^2)ππ¦ β (4π₯^3π¦^2 β 2π¦^2)ππ₯ = 0
graph fx=|3x-1|
z=6*e^{i*118/360}
calcule uma expressΓ£o π(π₯, π¦) = π , π β β, que defina soluçáes implΓcitas π¦(π₯) da equação diferencial (π₯^2π¦^2 β π₯^2)ππ¦ β (4π₯^3π¦^2 ...
z=6*e^{i*118}
\lim_(x->\infty )a-(\sqrt(a^(2)-x^(2)))/(x^(2))
1/(2x-5)+5/(2x-1)=2
Given a normal distribution with a mean of 40, and a standard deviation of 6, find the area below 32; the area above 27; and the a...
z=6*e^{i*118Β°}
1/2x-5+5/2x-1=2
