Quadratic equations releation between their roots and coefficient
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Answered by
1
Hi ,
Let m , n are two roots of the quadratic
equation ax² + bx + c = 0 ,
sum of the roots = -(x-coefficient)/x²-coefficient
m + n = - b/a
product of the roots = constant/x²- coefficient
mn = c/a
I hope this helps you.
: )
Let m , n are two roots of the quadratic
equation ax² + bx + c = 0 ,
sum of the roots = -(x-coefficient)/x²-coefficient
m + n = - b/a
product of the roots = constant/x²- coefficient
mn = c/a
I hope this helps you.
: )
Answered by
4
Hiii friend,
Let Alpha and beta be the two roots of the Quadratic polynomial AX²+BX+C.
Relationship between their zeros and Coefficient----
Sum of zeros = (Alpha + Beta) = -(Coefficient of X/Coefficient of X²).
And,
Product of zeros = (Alpha × Beta) = Constant term/Coefficient of X².
HOPE IT WILL HELP YOU....... :-)
Let Alpha and beta be the two roots of the Quadratic polynomial AX²+BX+C.
Relationship between their zeros and Coefficient----
Sum of zeros = (Alpha + Beta) = -(Coefficient of X/Coefficient of X²).
And,
Product of zeros = (Alpha × Beta) = Constant term/Coefficient of X².
HOPE IT WILL HELP YOU....... :-)
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