Question

The discrimination ∆ of the equation 2x^2x+8=0 is
plss answer fast guys...​

Answer 1

Answer:

bVujvghnbxhjn cxd

bhjknnbjnkmkkln.

ghkkh)jooiuvvloflogyvyeloev oyo

Answer 2

Answer

The discriminant of

2×2-x+8=0

is (-1)2-4(2)(8)=-63

This tells that there are no Real roots to the given equation.

Explanation:

For a quadratic equation in the general form:

x×2+bx=c=0

the discriminant is:

b2-4ac

The discriminant is a component of the general quadratic formula for solving a quadratic equation:

x=-b±rootb'2-4ac2a

If the discriminant (

b'2-4ac

) is less than zero

then the "solution" requires

the square root of a negative value

which does not exist as any Real value,

and therefore there can be no Real solutions to the equation.