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The sum of the real roots of the equation Ix-2I^2 + Ix-2I-2=0 is - a)2 c)4 b)6 d) 8
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@nitz
\[\left| x-2 \right|^{2}+\left| x-2 \right|-2\]
=0
x=3,1,0,4
is it?
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ans. 4 (sum of real roots)
see what i think i can explain you
put \[\left| x-2 \right|=t\]
the equation becomes; \[t ^{2}+t-2=0\]
t=1 and t=-2
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got it.
when t=1; \[\left| x-2 \right|=1\]
ok ok i got it.
x-2=1 and x-2=-1 x=3 and x=1 so the sum is 4 in second case: when t=-2 \[\left| x-2 \right|=-2\]
x-2=-2 and x-2=2 x=0 and x=4 sum is 4 again
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nitz wait
mod of x-2 cant be equal to a negative no. So it will be rejected??
ya right it will be rejected as mod(X) is always positive good haan
ok thanks need you on some more.
ya sure
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