why a polynomial is always equated to zero for finding roots
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why a polynomial is always equated to zero for finding roots
It's simply a way of putting an equation into a standard form. You can always add and subtract the same quantities from both sides so that one of the sides becomes zero without changing the solution(s) of the equation. By equating the polynomial equation to zero and factoring the polynomial, we can find its roots.
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If we equate it to zero,
it becomes as a standard way
It is easier to find the roots
Hope it helps you :))
Thanks !
it becomes as a standard way
It is easier to find the roots
Hope it helps you :))
Thanks !
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