CBSE 10 - Maths
Asked by mahekk101 | 14 Sep, 2021, 08:24: PM
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
Obtain all zeros of the polynomial fx=2 x4+x3 14 x2 19 x 6, if two of its zeros are 2 and 1.
We know that, if
Since
Therefore
By using division algorithm we have,
Hence, the zeros of the given polynomials are
(i) f(x) = x3 − 6x2 + 11x − 6, g(x) = x2 + x + 1
(ii) f(x) = 10x4 + 17x3 − 62x2 + 30x − 3, g(x) = 2x2 + 7x + 1
(iii) f(x) = 4x3 + 8x + 8x2 + 7, g(x) = 2x2 − x + 1
(iv) f(x) = 15x3 − 20x2 + 13x − 12, g(x) = 2 − 2x + x2Find all zeros of the polynomial 2x4 + 7x3 − 19x2 − 14x + 30, if two of its zeros are 2 and -2.Find all the zeros of the polynomial x4 + x3 − 34x2 − 4x + 120, if two of its zeros are 2 and −2.What must be added to the polynomial f(x) = x4 + 2x3 − 2x2 + x − 1 so that the resulting polynomial is exactly divisible by x2 + 2x − 3?