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Identify the graph of a fourth degree polynomial
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Important Questions on Polynomials and Rational Expressions
Looking at the graph of the polynomial given below, identify whether it is a linear/quadratic/none of these.
![](https://assets-cf.embibe.com/production/web-assets/assets/seo/forward.webp)
The point where the graph of the equation intersects axis are , then the value of ?
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If the graph of a quadratic polynomial is a upward opening parabola, then its quadratic coefficient is .
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In the above figure, the graph of a polynomial p(x) is shown. The number of zeroes of p(x) is:
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If , then the root of is
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The graph of is given in the figure below, where is a polynomial. Find the number of zeros.
![](https://assets-cf.embibe.com/production/web-assets/assets/seo/forward.webp)
The graph of is shown below. The number of zeroes of are
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The graph of a cubic polynomial is shown. Find the coefficients and .
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If the graph of a polynomial intersects the at only one point, it cannot be a quadratic polynomial.
![](https://assets-cf.embibe.com/production/web-assets/assets/seo/forward.webp)
The graph of the quadratic polynomial intersect x-axis such that , then the quadratic polynomial has
![](https://assets-cf.embibe.com/production/web-assets/assets/seo/forward.webp)
The graph of y=p(x) for the polynomial p(x) is drawn below. Find the number of zeroes of the polynomial.
![](https://assets-cf.embibe.com/production/web-assets/assets/seo/forward.webp)
Examine, seeing the graph of the polynomial given below, whether it is a linear quadratic neither linear nor quadratic.
![](https://assets-cf.embibe.com/production/web-assets/assets/seo/forward.webp)
![](https://assets-cf.embibe.com/production/web-assets/assets/seo/forward.webp)
Let . The graph of the polynomial is shown in the figure. Find the number of zeros of polynomial .
![](https://assets-cf.embibe.com/production/web-assets/assets/seo/forward.webp)
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Identify the point where the graph of the equation intersects axis.
![](https://assets-cf.embibe.com/production/web-assets/assets/seo/forward.webp)
If the graph of a polynomial intersects the x-axis at exactly two points, it need not be a quadratic polynomial
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