In (x+2)(x-5) = 0 , the value of a, b and c are
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Consider, x
2
+3x+5=0
a=1 , b=3 , c=5
Let p,q be the two roots. Now, by Vieta's formulas,
p+q=−3=−ba and pq=5=ca
Therefore, b=3a, c=5a. Hence, a+b+c = a+3a+5a = 9a. But given that a,b,cϵN.
∴ The minimum value of a+b+c=9
Step-by-step explanation:
hope it will help
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