to obtain the zero of a linear polynomials geometrically
Answers
Answered by
29
Hi ,
In general , given a polynomial p( x )
of degree n , the graph of y = p( x )
intersects the x - axis at most n
points .
Therefore , a polynomial p(x ) of
degree n has at most n zeroes.
The zeroes of a polynomial p( x )
are the x - coordinates of the points
where the graph of p( y ) intersects
the x - axis .
I hope this helps you.
: )
In general , given a polynomial p( x )
of degree n , the graph of y = p( x )
intersects the x - axis at most n
points .
Therefore , a polynomial p(x ) of
degree n has at most n zeroes.
The zeroes of a polynomial p( x )
are the x - coordinates of the points
where the graph of p( y ) intersects
the x - axis .
I hope this helps you.
: )
Answered by
1
Answer:
Hi ,
In general , given a polynomial p( x )
of degree n , the graph of y = p( x )
intersects the x - axis at most n
points .
Therefore , a polynomial p(x ) of
degree n has at most n zeroes.
The zeroes of a polynomial p( x )
are the x - coordinates of the points
where the graph of p( y ) intersects
the x - axis .
I hope this helps you.
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