If the sum of two roots of x^3+ax++b=0 is zero then b
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2
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Step-by-step explanation:
letα,−α,βbetheroots
Givensumoftherootsiszero
α−α+β=0
β=0
Thereforeproductoftherootsiszero,i.e.,b=0
Answered by
1
Answer:
we get sum of roots = -b/a
= -a/1=-a =0
b= c/a= b/1=b
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