<h2>Descartes Rule of Sign</h2><h3>Answer:</h3>
There are Real Roots for the Equation
According to Descartes Rule of Sign, The maximum number of real roots a polynomial equation has is the number of times the sign of term changes from a higher power term to a lower power term.
In the given equation, , we can already see that from
to
we can see that the sign didn't change so there might be no real roots. From
to
, we can see that the signs change so we now know that there might be
real root for equation. From
to
, the signs changed so there might be
real roots. From
to
, it changed again so there might be
real roots. There are no other term with lesser power to compare for
so we are left with
real roots.
