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int e^x sec e^x dx...

`int e^x sec e^x dx`

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VMC MODULES ENGLISH-DIFFERENTIAL CALCULUS-LEVEL -1
  1. The value of lim(xto2a)(sqrt(x-2a)+sqrt(x)-sqrt(2a))/(sqrt(x^2-4a^2))i...

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  2. Evaluate: lim(xto0)(log(1-3x))/(5^(x)-1)

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  3. int e^x sec e^x dx

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  4. Evaluate: lim(xto0)(log(e^(x)-x))/(1-cosx)

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  5. Evaluate: (lim)(x->e)(logx-1)/(x-e)

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  6. Evaluate: ("lim")(xvec0)((a^x+b^x+c^x)/3);(a , b , c >0)

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  7. Evaluate underset(xto2)limsin(e^(x-2)-1)/(log(x-1))

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  8. The value of lim(xto0)(x cosx-log(1+x))/(x^(2)) is

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  9. If x gt0 and g is bounded function then lim(ntooo)(f(x)e^(nx)+g(x))/(e...

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  10. The integer n for which ("lim")(xvec0)((cosx-1)(cosx-ehatx)/(x^n) is f...

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  11. If lim(xtooo)(1+a/x+b/(x^(2)))^(2x)=e^2 then values of a and b are

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  12. If lim(xto0)({(a-n)nx-tanx}sin nx)/(x^(2))=0, where n is non zero real...

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  13. Find the values of a and b in order that underset(xto0)lim(x(1+acosx...

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  14. Evaluate underset(xto0)lim(sin[cosx])/(1+[cosx]) ([.] denotes the grea...

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  15. lim (xto (pi)/(3 )) (sin ((pi)/(3)-x))/( 2 cos x-1) is equal to:

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  16. lim(x->1) (x-1){x}. where {.) denotes the fractional part, is equal to...

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  17. Let f(x)={(x^2,x notin Z),((k(x^2-4))/(2-x),x notinZ):} Then, lim(xt...

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  18. If f(x)={("sin"(pix)/2,, x lt1),(4x-3,,1lexle2),(log2(2x^(2)-4),,2ltxl...

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  19. If f(x) = {{:(x((e^(1//x) - e^(-1//x))/(e^(1//x)+e^(1//x)))",",x ne 0)...

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  20. If f(x)=(4+sin2x+a sinx+Bcosx)/(x^(2)) for x!=0 is continuous at x=0, ...

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