Recommended Questions
- Evaluate: lim(x rarr1)[(x)/(x-1)-(1)/(log x)]
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- lim (x rarr1) (1 + ln x) ^ (sec [(pi x) / (2)])
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- lim (x rarr1) (1-x + ln x) / (1 + cos pi x)
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- Evaluate: lim(x rarr1)(x^(15)-1)/(x^(10)-1)
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- Evaluate: ("lim")(nvec1)secpi/(2^x)logxdot
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- lim (x rarr1) (x ^ (2) -x * ln x + ln x-1) / (x-1)
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- 8. Prove that lim(x rarr1^(+))((1)/(x-1))!=lim(x rarr1^(-))((1)/(x-1))
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- Evaluate lim(x rarr1)arcsin((1-sqrt(x))/(1-x))
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- f(x)={a-bx if x 1quad lim(x rarr1^(-))f(x)=f(1),lim(x rarr1^(+))f(x)=f...
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