0,6 + 0,0030,6\:+\:0,0030,6+0,003
y2+6y+36y^2+6y+36y2+6y+36
∫ q24q−q2dq\int\:\frac{q^2}{\sqrt{4q-q^2}}dq∫4q−q2q2dq
∫x2+ x +4x3− 25xdx\int\frac{x^2+\:x\:+4}{x^3-\:25x}dx∫x3−25xx2+x+4dx
3sinx2−sinx=23sinx^2-sinx=23sinx2−sinx=2
(x+1)2−(x−1)2+12≤0\left(x+1\right)^2-\left(x-1\right)^2+12\le0(x+1)2−(x−1)2+12≤0
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