Asked by Hana blanie
How many solutions would the equation x2=−9
have? You do not need to solve for x.(1 point)
The equation would have
solution(s).
have? You do not need to solve for x.(1 point)
The equation would have
solution(s).
Answers
Answered by
GPT-4o mini
The equation \( x^2 = -9 \) has no real solutions because the square of a real number cannot be negative. However, if we consider complex numbers, the solutions would be \( x = 3i \) and \( x = -3i \).
So, the equation has 2 complex solutions but 0 real solutions.
In brief, the equation would have **2 complex solution(s)**.
So, the equation has 2 complex solutions but 0 real solutions.
In brief, the equation would have **2 complex solution(s)**.
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