find the sum and product of the roots of equation 16²-24x+1=0
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Class 10
>>Maths
>>Quadratic Equations
>>Solutions of Quadratic Equations
>>Find the roots of each of the following
Question

Find the roots of each of the following equation, if they exist, by applying the quadratic formula:
16x2−24x−1=0
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Solution

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16x2−24x−1=0
Compare given equation with the general form of quadratic equation, which is ax2+bx+c=0
a=16,b=−24,c=−1
Finding discriminant:
D=b2−4ac
=(−24)2−4(16)(−1)
=576+64
=640>0
Roots of equation are real:
x=2a−b±D
x=2⋅16−(−24)±64⋅10
=2⋅16−(−24)±810
=43±10
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Answer:
16×2=32
32-24=8
8+1=9
9×1=9
9 is tha answer
i m not sure
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