What is s in 123*s4⁄8 - 383151*s3⁄8 + 50214*s**2 - 4671*s/2 = 0?

0, 2⁄41, 1, 3114

Let 3266823605*a5 - 3266056775*a4 - 766785*a3 - 45*a2 = 0. What is a?

-3⁄25561, 0, 1

Factor 2*n**2⁄3 + 1508*n + 164650⁄3.

2(n + 37)(n + 2225)/3

Suppose -w**2⁄4 - 28791*w/4 - 258957⁄2 = 0. What is w?

-28773, -18

Solve -2*c3⁄15 - 134*c2⁄15 + 292*c/5 + 6864 = 0 for c.

-60, -33, 26

Factor -2*k**2 + 4330*k + 221500.

-2(k - 2215)(k + 50)

Factor -i3 + 589*i2 - 59218*i - 652080.

-(i - 456)(i - 143)(i + 10)

Suppose -2*i4⁄7 - 94404*i3 - 1321650*i**2⁄7 - 660824*i/7 = 0. Calculate i.

-330412, -1, 0

Factor 1293*f**2 - 2275*f - 622.

(f - 2)*(1293*f + 311)

Factor t**2⁄5 + 427*t + 555096⁄5.

(t + 303)*(t + 1832)/5