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CENGAGE PUBLICATION-LIMITS-Single Correct Answer Type
- Evaluate underset(xrarr1^(+))(lim)(2)^((-2)^(1/(1-x)))
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- Evaluate underset(xrarr0)(lim)(sinx-x)/(x^3)
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- Evaluate underset(xrarr0)(lim)(sinx+log(1-x))/(x^2)
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- lim(xrarroo) [x-log(e)((e^(x)+e^(-x))/(2))]=
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- lim(xrarroo) ((16-x)/x)^2=
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- If (cos x)/(sin ax) is periodic function, then lim(mrarroo)(1+cos^(2...
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- The value of lim(xrarr0) (sqrt(1-cosx^(2)))/(1-cos x) is
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- lim(xrarr(pi)/(2)) (1-sinx)tanx=
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- The value of lim(xrarroo) x^(2)(1-cos.(2)/(x)) is
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- lim(xrarroo) root3(x)(root3((x+1)^(2))-root3((x-1)^(2)))=
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- lim(nrarroo) (3.2^(n+1)-4.5^(n+1))/(5.2^(n)+7.5^(n))=
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- underset(xrarroo)(lim)(sinx/x)
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- lim(xrarroo) (cot^(-1)(sqrt(x+1)+sqrtx))/(sec^(-1){((2x+1)/(x-1))^(x)}...
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- lim(xrarr0) (3 tan3x-4 tan2x-tanx)/(4x^(2)tanx)
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- underset(xrarr1)(lim)(2/(1-x^2)+1/(x-1))
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- The value of lim(xrarr(pi)/(4)) (sqrt(1-sqrt(sin2x)))/(pi-4x) is
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- The value of lim(xrarroo) (e^(sqrt(x^(4)+))-e^((x^(2)+1))) is
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- The value of lim(xrarrpi//4) (tan^(3)x-tanx)/(cos(x+(pi)/(4))) is
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- (lim)(xvecpi/2)((1-sin x)(8x^3-pi^3)cos x)/((pi-2x)^4) a.(pi^2)/6 b...
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- lim(xrarroo) (sum(r=1)^(10)(x+r)^(2010))/((x^(1006)+1)(2x^(1004)+1))=
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