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                   f(x) = lim(n-->infinity) {[x^2] + [(2x)^2]+.............+[(nx)^2]}/n

where [.] represents greatest integer function

f(x) is continuous at:

b.){-infinity,infinity} ~ I
c.){-infinity,infinity} ~ {0}
d.){-infinity,infinity} ~ {0,1}

3 years ago


Answers : (2)


option c

3 years ago

That is correct, how did you get it?

3 years ago

Post Your Answer

Let f:R->R be such that |f(x)-f(y)| A.f(x) B.constant but not zero C.(f(x))^2 D.Zero
Your question seems to be incompelete. Please check it.
Vijay Mukati 2 months ago
what are the followed conditions for lhopital rule
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grenade 3 months ago
sorry i ain’t mentioned about the 0/0 form it might be and given indeterminant out of those 7 indeterminate forms but we first have to convet the given value into 0/0 form
grenade 3 months ago
its easy jst deiiferentiate both numerator and denominator
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