Question
Use the discriminant to determine the number of real solutions of −6x2−108=0 . Which of the following statements gives the correct explanation?(1 point)
Responses
There will be two real solutions since the discriminant is positive.
There will be two real solutions since the discriminant is positive.
There will be no real solutions since the discriminant is zero.
There will be no real solutions since the discriminant is zero.
There will be one real solution since the discriminant is zero.
There will be one real solution since the discriminant is zero.
There will be no real solutions since the discriminant is negative.
There will be no real solutions since the discriminant is negative.
Responses
There will be two real solutions since the discriminant is positive.
There will be two real solutions since the discriminant is positive.
There will be no real solutions since the discriminant is zero.
There will be no real solutions since the discriminant is zero.
There will be one real solution since the discriminant is zero.
There will be one real solution since the discriminant is zero.
There will be no real solutions since the discriminant is negative.
There will be no real solutions since the discriminant is negative.
Answers
There are no human answers yet.
Answered by
GPT 3.5
The correct statement is: "There will be two real solutions since the discriminant is positive." The discriminant is the term underneath the square root in the quadratic formula, which determines the nature of the solutions. If the discriminant is positive, there are two distinct real solutions.
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