Give two examples of each of the following cases :
(i) (a) Monomials (b) Binomials ( c) Trinomials of one variable having the degree 19.
(ii) (a) Monomials (b) Binomials ( c) Trinomials of two variables having the degree 10.

The binomials of one variable having degree 17 is

Give two examples of chemical reactions for each of the cases: K_(p) lt K_(c)

Give two examples of chemical reactions for each of the cases: K_(p) gt K_(c)

Give two examples of chemical reactions for each of the cases: K_(p)=K_(c) .

Give one example each of a monomial and trinomial of degree 10.

Given one example of a binomial of degree 35 and a monomial of degree 100 each.

How many terms a cubic (degree 3) polynomial with one variable can have ? Give examples.

Give two different examples of monomials of degree 3 having only one variable.

Give two different examples of monomials of degree 4, having only one variable.

Write whether the following statements are True or False. Justify your answer (i) A binomial has two terms (ii) Every polynomial is a binomial (iii) A binomial may have degree 3 (iv) Degree of zero polynomial is zero (v) The degree of x ^(2) + 2xy + y ^(2) is 2 (vi) pi r ^(2) is a monomial.