Classify the given polynomials into monomials, binomials
and trinomials.
( i ) $5 - 3 t$
( ii ) 100
( iii ) $x + y - x y$

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Solution

$5 - 3 t$ is a binomial as the expression has 2 unlike terms that are 5, $- 3 t$ .

100 is a monomial as the expression has only 1 term.

$x + y - x y$ is a trinomial as the expression has 3 unlike terms that are $x, y, - x y$ .

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Classify the given polynomials into monomials, binomials and trinomials. ( i ) 5−3t ( ii ) 100 ( iii ) x+y−xy

5−3t is a binomial as the expression has 2 unlike terms that are 5, −3t. 100 is a monomial as the expression has only 1 term. x+y−xy is a trinomial as the expression has 3 unlike terms that are x,y,−xy.

Classify the given polynomials into monomials, binomials
and trinomials.
( i ) $5 - 3 t$
( ii ) 100
( iii ) $x + y - x y$

$5 - 3 t$ is a binomial as the expression has 2 unlike terms that are 5, $- 3 t$ .

100 is a monomial as the expression has only 1 term.

$x + y - x y$ is a trinomial as the expression has 3 unlike terms that are $x, y, - x y$ .