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Answered by
60
Answer:
The given equation is x²+ax−4=0
Comparing given equation with ax²+bx+c=0
∴ a=1, b=a, c=−4
The discriminant of the given equation is given by D=b²−4ac=a²−4×−4=a² +16
Clearly, D=a²+16>0 for all a∈R
Hence, the given equation has real and distinct roots.
hope this helps you
Answered by
23
Answer:
Answer:
The given equation is x²+ax−4=0
Comparing given equation with ax²+bx+c=0
∴ a=1, b=a, c=−4
The discriminant of the given equation is given by D=b²−4ac=a²−4×−4=a² +16
Clearly, D=a²+16>0 for all a∈R
Hence, the given equation has real and distinct roots.
hope this helps you
itzBLACK1817:
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