Question

Define the polynomial with real coefficients

Answer 1

Answer:

Step-by-step explanation:

A  polynomial  with real coefficients is an expression of the form

P(x) = anxⁿ + an-1xⁿ-1 + an -2 xⁿ-2 + …..+ a2x² + a1x + a0

Here  n is a positive integer and a0 , a1 ,a2 , …...an  are constants ( coefficients of polynomial.)

Answer 2

Answer:

SOLUTION :  

POLYNOMIALS :  

A polynomial in one variable x, is an algebraic expression of the form  

p(x) = anxⁿ + an-1xⁿ-1 + an -2 xⁿ-2 + …..+ a2x² + a1x + a0

Where n is a positive integer and a0 , a1 ,a2 , …...an are constants. The  Constants a0 , a1 ,a2 , …...an are also known as coefficients of polynomial.  

For e.g :  

(i) f(x) = 5x +⅓ is a polynomial in variable of x.

(ii) f(z) = 8z² + 6z +5 is a polynomial in variable of z.

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Step-by-step explanation: