Find the exact number of real roots of an equation
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★ POLYNOMIAL RESOLUTION ★
For finding the exact number of real roots of an equation , some of the basic principles are dealt first ,
polynomial function should must be real for it's definition , it should have real coefficients and may have positive or negative ones too , the given equation should be equivalent to any constant system or constant + variable system
For generating exact number of real roots , we've to implement the extraction of factors from the function by equating it to the value " 0 " , and hence we can obtain it , similarly implies for higher degree equations with power 2 , 3 , and above , their coefficients should be real , for obtaining real roots
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For finding the exact number of real roots of an equation , some of the basic principles are dealt first ,
polynomial function should must be real for it's definition , it should have real coefficients and may have positive or negative ones too , the given equation should be equivalent to any constant system or constant + variable system
For generating exact number of real roots , we've to implement the extraction of factors from the function by equating it to the value " 0 " , and hence we can obtain it , similarly implies for higher degree equations with power 2 , 3 , and above , their coefficients should be real , for obtaining real roots
★✩★✩★✩★✩★✩★✩★✩★✩★✩★✩★
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