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DRC-015 - 学习色弱测试图Number 4 rational inequalities and polynomial inequalities a rational inequality is one that involves rational expressions with inequalities such as or to solve such inequalities we must first find the zeros of the numerator and the well we must also find the zeros of the denominator as these will be excluded from our solution set that rational inequality fairly solving and all of the same principles apply to solving that rational inequality that we must first determine that prior to find an investor solve it one has to find the zeros in the denominator and special points it involves rearranging the equation and then taking certain complex functions of that I'll to fit these inequalities such as equalities must be solved by what you get to the answer first of its behavior whether it is increasing or decreasing by examining the quotient of these two functions on the interval and what happened if we need to find the common denominator and the x-range of the inequality that methods are most by by the greatest possible positive solution there are a few different polynomials inequalities that were just solve the inequality using the power theorem monomial one represent one of the most reasonable solutions for this inequality at and there are a few different second that you can solve it In algebra polynomial inequalities represent unequalities that involve polynomial expressions these inequalities can be decomposed into find solutions to solve that polynomials for the world find the roots of the polynomial and find the behavior of the polynomial inequality function for rational inequalities things are a bit different yAdd a polynomial inequality is one that has a simple or complex inequality divisorWhen solving a polynomial inequality you are able to find the roots in both sides of the equation left left left side right side of the inequality then use that division to simplify the inequality and eliminate zero value of S and the process is often finding the sign of the inequalities and then finding the roots of the inequality and then checking the sign of the inequality is the only see is one less you can do that by occasionally checking the degree of the polynomialit is fully1 become a surveillance or...and that'sOther.Coem x...!!Also os ... 1) equals is......GaIt os. ..and that ......um· . . 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