lim(xto0)((1+x)^(8)-1)/((1+x)^(2)-1) का ...

`lim_(xto0)((1+x)^(8)-1)/((1+x)^(2)-1)` का मान है

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यदि a(1)=1 और a(n+1)=(4+3a(n))/(3+2a(n)), nge1 और यदि lim(nto oo)a(n)=...
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lim(xto0)((1+x)^(1//2)-(1-x)^(1//2))/x=
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lim(xto0)((1+x)^(8)-1)/((1+x)^(2)-1) का मान है
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lim(xtoa)(sqrt(a+2x)-sqrt(3x))/(sqrt(3a+x)-2sqrt(x))=(a!=0)
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lim(xto0)(sqrt(1+x)-sqrt(1-x))/(sin^(-1)x)=
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lim(yto0)((x+y)sec(x+y)-x secx)/y=
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lim(xto0)(x.2^(x)-x)/(1-cosx)=
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lim(thetato 0)(1-cos theta)/(theta^(2))=
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lim(theta to 0)(sin 3 theta-sin theta)/(sin theta)=
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lim(xto 0)(tanx-sinx)/(x^(3))=
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lim(xto1)(1-sqrt(x))/((cos^(-1)x)^(2))=
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lim(xto0)(x^(2)-tan2x)/(tanx)=
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lim(theta to0)(5 thetacos theta-2sin theta)/(3 theta+tan theta)=
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lim(xto 0)(sin (2+x)-sin(2-x))/x
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यदि S(n)=sum(k=1)^(n)a(k) तथा lim(nto oo)a(n)=a, तब lim(nto oo)(S(n+1)...
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lim(n to oo)([1/(n^(3)+1)+4/(n^(3)+1)+9/(n^(3)+1)+…………+(n^(2))/(n^(3)+...
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lim(xto pi//4)(sqrt(2)cosx-1)/(cotx-1)=
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lim(xto a)(cos x-cos a)/(cotx-cota)=
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lim(hto 0)(2[sqrt(3)sin((pi)/6+h)-cos((pi)/6+h)])/(sqrt(3)h(sqrt(3)cos...
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lim(xto 0)x^(x)=
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