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- The least value of a for which the equation 4/(sinx)+1/(1-sinx)=a ha...
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- A closed vessel tapers to a point both at its top E and its bottom ...
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- If Rolle's theorems applicable to the function f(x)=ln x/x, (x> 0) ove...
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- Let f(x)={x^(3/5),ifxlt=1and (x-2)^3,ifx >1 Then the number of c...
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- Number of real solution of the equation, log2^2(x)+(x-1)log2(x)=6-2x, ...
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- The number of values of c such that the straight line 3x + 4y = c touc...
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- If f(x) =intx^(x^2) (t-1) dt,1 leq x leq 2 then global maximum value ...
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- A cubic function f(x) vanishes at x=-2 and has relative minimum/maximu...
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- Show that semi-vertical angle of right circular cone of given surfa...
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- Of all the lines tangent to the graph of the curve y=6/(x^2+3), find t...
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- If y=(a x+b)/((x-1)(x-4)) has a turning value at (2,\ -1) find a\ &...
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- Given two points A(-2,\ 0)&\ B\ (0,\ 4) and a line y=x . Find the c...
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- Let alpha,beta be real number with 0lt=alphalt=beta and f(x)=x^2-(alph...
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- Find the points of maxima and minima of the function f(x)=sin2x+2co...
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- Find the greatest and least values of function f(x)={-x ,\ \ \ \ -...
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- Find the points of maxima and minima f(x)=5/(3x^4-4x^3-36 x^2+28) .
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- Find the least surface area of a closed cylinder of a given volume ...
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- Find the point of maxima and minima f(x)=xln^2x ,\ x >0 .
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- Find the points of maxima and minma. f(x)=(x-2)^(2/3)+\ (x+1)^(2/3d...
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- Let P(x)=a0+a1x^2+a2x^4++an x^(2n) be a polynomial in a real variable ...
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