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Class 10MathematicsPolynomialsGeometrical meaning of the zeroes of a polynomial.Easy
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If a graph cuts the (x)-axis at ((-2,0)) and ((4,0)), what are the zeroes of the polynomial?

Answer and explanation

Correct answer: (-2) and (4)

Zeroes are the (x)-coordinates of the points where the graph meets the (x)-axis. So the zeroes are (-2) and (4).

Related tags

X-InterceptsZeroesPolynomial-GraphClass-10Geometrical Meaning Of The Zeroes Of A Polynomial.Geometrical Meaning Of The Zeroes Of A PolynomialPolynomialsMathematics
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10 more MCQs
  1. 1What does a zero of a polynomial (p(x)) represent geometrically?
  2. 2If the graph of a polynomial cuts the x-axis at x = 3, what is its zero?
  3. 3If the graph of a linear polynomial cuts the (x)-axis only once, how many zeroes will it have?
  4. 4From which point can the zero of a polynomial be directly found?
  5. 5If the graph of a polynomial neither cuts nor touches the (x)-axis, how many real zeroes does it have?
  6. 6If a parabola cuts the (x)-axis at two distinct points, how many zeroes does the quadratic polynomial have?
  7. 7If a parabola only touches the (x)-axis and does not cut it, how many real zeroes does the quadratic polynomial have?
  8. 8If a parabola lies completely above the (x)-axis, how many real zeroes does the quadratic polynomial have?
  9. 9Which points on the graph indicate the zeros (roots) of a polynomial \\(p(x)\\)?
  10. 10If the graph of a polynomial crosses the x-axis at (0,0), what is one zero of the polynomial?
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