Respuesta :

Answer:

2

Step-by-step explanation:

if a discriminant is positive there are 2 solutions

if its negative there is 1 and if its 0 there are none. and i cant think of a way one can get infinite solutions using a discriminant

fichoh

The number of solutions in which a discriminant has depends on whether the function is positive, negative or Zero. The function with a discriminant of 25 would have two possible solutions.

  • Positive discriminants have two possible solutions, which are distinct real number values.

  • When we have a negative discriminant, it means that the solution of the quadratic equation is not a real number.

  • A discriminant of Zero indicates that the solution aren't distinct. Has the value of the solution repeated.

  • Therefore, since the discriminant of the function given is 25, which is positive.

  • We can conclude that the function has two solutions.

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