`−5, 3y,7xy,2/3x^2 yz, 5/3a^2bc^3` etc. are all monomials.

-5,3y,7xy,(2)/(3)x^(2)yz,(5)/(3)a^(2)bc^(3) etc.are all monomials.Two mononomials containing unlike terms when added give a binomial as defined below.

The expressions 2x-3,\ \ 3x+2y ,\ \ x y z-5\ etc. are all binomials. Note that 3x+7x is not a binomial, because 3x+7x=10 x , which is a monomial.

The expressions 2x-3,3x+2y,quad xyz-5 etc.are all binomials.Note that 3x+7x is not a binomial,because 3x+7x=10x, which is a monomial.

The degree of a monomial (-5) /2xy^2z^3 is

Multiply -5xy^(2), -3x^(2)yz and 8yz^(2) . Verify the result for x = 1, y = 2 and z = 3.

x^(2)yz^(3)=7^(4),xy^(2)=7^(5) find the value of xyz

In (5)/(7)xy^(2)z^(3) , write the coefficient of : yz^(2)

Find the numerical coefficient of each of the terms: (i) x^3y^2z, xy^2z^3, -3xy^2z^3, 5x^3y^2z, -7x^2yz^2 (ii) 10xyz, -7xy^2z, -9xyz, 2xy^2z, 2x^2y^2z^2

Simplify the following by combining the like terms and then write whether the expression is a monomial, a binomial or a trinomial. 3x^2yz^2 – 3xy^2z + x^2yz^2 + 7xy^2z