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lim(t->4^+)(t-[t])...

`lim_(t->4^+)(t-[t])`

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lim_(t rarr4^(+))(t-[t])

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lim_(t to0)(1-(1+t)^(t))/(In (1+t)-t) is equal to

Let f(t)=|[cost,t,1],[2sint,t,2t],[sint,t,t]| then find lim_(t->0) f(t)/t^2.

Let f(t)=|[cost,t,1],[2sint,t,2t],[sint,t,t]| then find lim_(t->0) f(t)/t^2.

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Evaluate the following lim_(t to 1)(1-1/t)/(sin[pi(t-1)])

lim_(x to 0)(int_(-x)^(x) f(t)dt)/(int_(0)^(2x) f(t+4)dt) is equal to