if one root of x(x+2)=3-ax² tends towards infinity then a wikl tend to
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1
Answer:
-1
Explanation:
Given quadratic equation,
x(x+2)=3−ax
2
⇒(a+1)x
2
+2x−3=0
If one roots tends to ∞, it means product of root also tends to ∞.
⇒
a+1
−3
→∞
⇒a+1→0
⇒a→−1.
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