7 is a zero of a polynomial s(x).
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We know that the zero of the polynomial is defined as any real value of x, for which the value of the polynomial becomes zero.
For example:
Let f(x)=−4x+7 be the polynomial.
To find the zero of the polynomial, we substitute f(x)=0 as shown below:
f(x)=−4x+7
⇒0=−4x+7
⇒4x=7
⇒x=
4
7
.
Therefore,
4
7
is the zero of the polynomial f(x)=−4x+7, which contradicts the statement that zero of a polynomial is always zero.
Hence, the zero of a polynomial is not always zero.
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