3u=sqrt((10u^2)-11u+30)

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Solution for 3u=sqrt((10u^2)-11u+30) equation: 


Simplifying
3u = sqrt((10u2) + -11u + 30)

Reorder the terms:
3u = qrst(30 + -11u + (10u2))
3u = (30 * qrst + -11u * qrst + (10u2) * qrst)
3u = (30qrst + -11qrstu + 10qrstu2)

Solving
3u = 30qrst + -11qrstu + 10qrstu2

Solving for variable 'u'.

Reorder the terms:
-30qrst + 11qrstu + -10qrstu2 + 3u = 30qrst + -11qrstu + 10qrstu2 + -30qrst + 11qrstu + -10qrstu2

Reorder the terms:
-30qrst + 11qrstu + -10qrstu2 + 3u = 30qrst + -30qrst + -11qrstu + 11qrstu + 10qrstu2 + -10qrstu2

Combine like terms: 30qrst + -30qrst = 0
-30qrst + 11qrstu + -10qrstu2 + 3u = 0 + -11qrstu + 11qrstu + 10qrstu2 + -10qrstu2
-30qrst + 11qrstu + -10qrstu2 + 3u = -11qrstu + 11qrstu + 10qrstu2 + -10qrstu2

Combine like terms: -11qrstu + 11qrstu = 0
-30qrst + 11qrstu + -10qrstu2 + 3u = 0 + 10qrstu2 + -10qrstu2
-30qrst + 11qrstu + -10qrstu2 + 3u = 10qrstu2 + -10qrstu2

Combine like terms: 10qrstu2 + -10qrstu2 = 0
-30qrst + 11qrstu + -10qrstu2 + 3u = 0

The solution to this equation could not be determined.

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