Question

If alpha and
ß are the zeros of the
polynomial by -6y^2-7y+2 find a
quadratic polynomial
al
whose are
ta
1/alpha and1/beta​

Answer 1

Answer:

Polynomial: $x^{2}$-$2x$$=0$

Step-by-step explanation:

First of all, factorize the given polynomial:

Let the -3 be the α, and the -1 be the β.

It is required to find the polynomials which have the roots of:

and .

Substitute by α=-3, and β=-1:

Therefore, the roots are: x = 0 and x = 2

Therefore, the polynomial must be: x(x-2)=0

Polynomial: $x^{2}$-$2x$$=0$

Hope it helps :)