product of zeroes of 5xsquare -1
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Answered by
1
Step-by-step explanation:
We have ,
f (x ) = 5 x^2 -1
For its zeros ,
f ( x) = 0
→ 5x^2 - 1 = 0
→ x ^2 = 1/5
→ x= ±1/√5
Hence , required zeros are 1/√5 and -1/√5 .
Now , product of zeros = (-1/√5)(1/√5)
= -1/5
Or , there is an alternative method
Product of zero s of a quadratic equation = c/a = -1/5
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Answered by
1
5x^2 -1=0
x=+√(1/5),-√(1/5)
so, product of zeros=-1/5
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