Solve for E
V = (g*R*d^2)/(18*M*(1 - E)^1.39)
$$\int_{\2}^{\9}(\ $\sqrt{\8+x^3}$ ) d\x $\$ $$
valor minimo de x^2-3x -4
27-18/-189+45
2e-3-1/5e=7/5+3e+4
(4x+5-x^2)dx
$$\int_{\2}^{\9}(\ $\sqrt{\8+x^3}$ ) d\x $\infty$ $$
1442.98/37.48
8164
Tun
RoundRun
t + 9.99 = –9.01
