If roots of quadratic equation 6x^2-7x+k = 0 are equal then value of K = __________
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If roots of a quadratic equation are real,distinct and rational then discriminant
B^2–4AC>[math]/=0[/math] and perfect square
49–24k>/=0 and 3n or 3n+1
49–24k>/=0
k>/=49/24=2.041(approximately)
For n=1
k=3 or 4
For n=2
k=6 or 7
…………..…………
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Answered by
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Answer:
given
equation is 6x^2-7x+k=0
let a,b are the roots and a=b
sum of the roots
s1=a+b=7/6
=>2a=7/6
=>a=7/12
s2=ab=k/6
=>a^2=k/6
=>(7/12)^2=k/6
=>49/24=k
there fore k=49/24
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