Translated by me as:
One can, as we know, solve the general equation of the fourth degree, but the equations of a higher level only in special cases, and if I am not mistaken, no one has satisfactorily answered the question:
"Is it possible to solve algebraic equations in general , which exceed the fourth degree?"
This thesis aims to answer this question. Algebraically solving an equation does not mean anything other than to express it's roots by algebraic functions of the coefficients. First we must consider the form of algebraic functions, and then look if it is possible to satisfy a given equation by putting the expression of an algebraic function instead of the unknown.
Commentary:
Able outlines the approach that he will take to ascend Mount Impossible
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