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ERRORLESS HINDI-फलन, सीमा, सांतत्य तथा अवकलनीयता-SOLVED MULTIPLE CHOICE QUESTIONS (सीमा)
- lim(xto0)((4^(x)-1)^(3))/("sin"(x^(2))/4log(1+3x)) का मान है
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- lim(xto0)(sqrt(1+sinx)-sqrt(1-sinx))/x=
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- lim(ato pi//4)(sin alpha-cos alpha)/(alpha-(pi)/4)=
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- यदि n एक पूर्णांक है तो lim(xto n+)(x-[n])=
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- lim(theta→pi//2)(sec theta-tan theta)=
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- lim(xto0)(tan 2x-x)/(3x-sinx)=
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- lim(xto1)(tan(x^(2)-1))/(x-1) का मान है
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- lim(xto0)(int(0)^(x)cost^(2))/x dt का मान है
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- lim(xtoa)((x+2)^(5//3)-(a+2)^(5//3))/(x-a)=
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- lim(xto0)(cos ax-cosbx)/(x^(2))=
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- lim(nto oo)(1+2+3+……..n)/n^2=
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- यदि lim(xtoa)(x^(9)+a^(9))/(x+a)=9 जब a=
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- lim(xto 0+)(xe^(1/x))/(1+e^(1//x))=
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- lim(xto oo)((x+1)^(10)+(x+2)^(10)+…………+(x+100)^(10))/(x^(10)+10^(10))=
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- lim(nto oo)(1-n^(2))/(sumn) का मान होगा
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- यदि lim(xto0)[1+In(1+b^(2))]^(1//x)=2bsin^(2)theta, bgt0 तथा theta eps...
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- lim(x→0)((a^(x)-b^(x))/x)=
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- lim(xto0){(sinx-x+(x^(3))/6)/(x^(5))}=
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- lim(nto oo){1/(n^(2))+2/(n^(2))+3/(n^(2))+…………+n/(n^(2))} है
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- lim(xto0)[1/x-(log(1+x))/(x^(2))]=
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