State whether the given algebraic expression are polynomial- Justify

Question

Toppr Admin · Accepted Answer

In an algebraic expression - if the powers of the variable are whole numbers then the algebraic expression is a polynomial-160-10 - 10 -times 1 - 10 x -0-Here - the power of x is 0 - which is a whole number - So - 10 is a polynomial - or constant-160- polynomial -

State whether the given algebraic expression are polynomial? Justify

In an algebraic expression , if the powers of the variable are whole numbers then the algebraic expression is a polynomial
$$10 = 10 \times 1 = 10 x ^{0}$$
Here , the power of x is 0 , which is a whole number . So , 10 is a polynomial ( or constant polynomial ).

State whether the given algebraic expression are polynomial? Justify

In an algebraic expression , if the powers of the variable are whole numbers then the algebraic expression is a polynomial $$10 = 10 \times 1 = 10 x ^{0}$$Here , the power of x is 0 , which is a whole number . So , 10 is a polynomial ( or constant polynomial ).

In an algebraic expression , if the powers of the variable are whole numbers then the algebraic expression is a polynomial
$$10 = 10 \times 1 = 10 x ^{0}$$
Here , the power of x is 0 , which is a whole number . So , 10 is a polynomial ( or constant polynomial ).