Polynomials Tes...

Which of the following is a linear polynomial ?

The expression with only constant is

What is the degree of the polynomials $$\sqrt 7 $$?

The degree of the polynomial $$3x^3y-5xy^4-2x+1$$ is

If two of the zeros of the polynomial $$t^4-7t^3+70t-100$$ are same as that of $$t^2-7t+10$$, then find the other two zeros.

If $$4$$ and its negative are the two zeros of polynomial $$x^4-17x^2+16$$, then other two zeros are

It is given that two of the zeros of the polynomial $$x^4-4x^3+6x^2-4x+1$$ are same and equal to $$1$$, then can we say that all the zeros are same and equal to $$1$$?

If two of the zeros of the polynomial $$x^4-9x^3-180x-400$$ are same as that of the polynomials $$x-4$$ and $$x-5$$, then other two zeros are

If $$0$$ and its predecessor are the zeros of the polynomial $$x^4-2x^3-x^2+2x$$, then find the other two zeros.

If the smallest natural number and its successor are the two zeros of the polynomial $$x^4-3x^3-4x^2+18x-12$$, then other two zeros are ____.