It might help if I generalize the equation and show how to solve it.
A*R + B*(1 - R) = 68
where A and B are constants representing the viscosities of the two oils being mixed.
A*R + B - B*R = 68
R*(A - B) = 68 - B
R*(B - A) = B - 68
R = (B - 68) / (B - A)
As a check, plug in the values of A (32) and B (125) from the original problem...
R = (125 - 68) / (125 - 32) = 57 / 93 = 0.619 = 62%

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