Question

write the polynomial in variable x whose zero is -k÷a​

Answer 1

A polynomial in a variable x with certain zero value means that: if we used this zero value in the equation of the polynomial we will get zero.

we have a general form of a polynomial as follows:

$x^{1}+x^{2}+x^{3}+...+x^{n}=0$

we need to get our polynomial in this form

as we have $x=\frac{-k}{a}$

to simplify we can multiply both sides by $a$

$a*x=-k$

and if we added $+k$ to both sides

$a*x+k=0$ which would be the required polynomial.

Answer 2

aX + k = 0  is a Polynomial with degree 1 in variable X whose zero is -k/a

Step-by-step explanation:

write the polynomial in variable X whose zero is -k/a

=>  (X - (-k/a) = 0

=> X + k/a =  0

=> aX + k = 0

aX + k = 0  is a Polynomial with degree 1  in variable X whose zero is -k/a

​

Learn more:

If one find the value k zero of the polynomial 2x2-5x-(2k+1) - Brainly.in

brainly.in/question/11115076

if the zero of polynomial x square minus 3 X square + X + 1 are (a +b ...

brainly.in/question/10616389