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Answers
Answer:
1) 0 ( zero)
2) 2x^10+3x-3
3)x^5
4) A linear polynomial is a equation which is in form of P(X) =ax+b where a, and b are real numbers.
5) 2 terms ( may be )
6) i) quadratic polynomial
ii) linear polynomial
iii) cubic polynomial
iv) linear polynomial
7) P (X) = a( n) + b
8) y ^2+ y^6-2y+5y^5. ( may be )
9) I) binomial
ii) monomial
iii) trinomial
iv) trinomial
10) a expression that consists several terms
example: 2x^2+ 3 y - 6
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Here is your Answer :-
1. Constant polynomial is a polynomial of degree zero. The constant plynomial f(x) = 0 is called zero polynomial. Degree of zero polynomial is not defined. A polynomial of degree one is called a linear polynomil e.g. ax + b, where a ≠ 0.
2. 2x10+5y8 +5xy is the Trinomial of Degree 10.
3. 2x5 is the example of monomial of Degree 5.
4. A linear polynomial is any polynomial defined by an equation of the form. p(x) = ax + b. where a and b are real numbers and a 6= 0. For example, p(x)=3x 7.
5. 7 terms are possible in a quadratic polynomial.
10. An algebraic expression having two or more (unlike) terms is called a Multinomial. For example: 5x2−2x is a multinomial having 2 terms.
8. 3y-5y+6y-9y+19y-13y is the polynomial with six terms in variable 'y'.
7. Example: 9x4 + 5x2 - x + 7 is the general form of nth polynomial in one variable 'x'.
9. (i) Binomial
(ii) Monomial
(iii) Trinomial
(iv) Binomial
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