[next] [prev] [prev-tail] [tail] [up]
ax2y′(x)2−(a−1)ax2−2axy(x)y′(x)+y(x)2=0 ✓ Mathematica : cpu = 0.37691 (sec), leaf count = 241
{{y(x)→−12ae−c1x1−a−1a(−x2a−1a+e2c1)},{y(x)→12ae−c1x1−a−1a(−x2a−1a+e2c1)},{y(x)→−12ae−c1x1−a−1a(−1+e2c1x2a−1a)},{y(x)→12ae−c1x1−a−1a(−1+e2c1x2a−1a)}} ✓ Maple : cpu = 0.219 (sec), leaf count = 106
{y(x)=−ax,y(x)=RootOf(−ln(x)−∫_Z1(a−1)(_a2+a)(a−1)(_a2+a)ad_a+_C1)x,y(x)=RootOf(−ln(x)+∫_Z1(a−1)(_a2+a)(a−1)(_a2+a)ad_a+_C1)x,y(x)=−−ax}
[next] [prev] [prev-tail] [front] [up]