value of a for which the quadratic equation x^2+ax +1 has real roots
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Step-by-step explanation:
which chapter is this can you please tell please tell
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Answer:
D=b
2
−4ac
D=a
2
−4(1)(1)=a
2
−4
for all the real values of a>2anda<−2
D>0
Hence x
2
+ax+1=0 has real and distinct roots for all the real values of a
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