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I hope this answer help you
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(a+b+c)³= a³+b³+c³ +3a²(b+c)+3b²(a+c)+3c²(b+a)+6abc
sum of roots
a+b+c=0
sum of product of roots
ab+bc+ca=-5/k
product of roots
abc=-9/k
and we have a³+b³+c³=27
so when we put all the values in the formula
0= 27 -3a³-3b³-3c³ +6(-9/k)
0=27-3(a³+b³+c³) -54/k
54/k=28-3×27
54/k=28-81
54/k=-54
k=-1
HENCE The value of k is -1
sum of roots
a+b+c=0
sum of product of roots
ab+bc+ca=-5/k
product of roots
abc=-9/k
and we have a³+b³+c³=27
so when we put all the values in the formula
0= 27 -3a³-3b³-3c³ +6(-9/k)
0=27-3(a³+b³+c³) -54/k
54/k=28-3×27
54/k=28-81
54/k=-54
k=-1
HENCE The value of k is -1
Vruddhi:
thanks so much
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