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MODERN PUBLICATION-SAMPLE PAPER 2012-EXERCISE
- Differentiate a^(lnx) with respect to x.
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- Mention the values of x for which the frnction f(x) =x^(3) — 12x is in...
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- Evaluate lim(x to 0) (3X-2ln(1+X))/X.
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- What is F'(t) if F(t) = overset(t)underset(a)inte^(3x).cos2xdx?
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- integrate int(3+cosx+tan^2x)/(2x+sinx+tanx)
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- Write the particular solution of the equation dy/dx = sin x given that...
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- Write the order and degree of the following differential equation d^(2...
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- What is the point of intersection of the line x = y = z with the plane...
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- To which coordinate axis is the plane 2x+ 3z = 0 parallel ?
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- Find the component of the vector vec(b) = 8hat(i) + hat(j) in the dire...
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- What is the minimum value of n if P(n, 2) > 131 ?
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- What is the probability of getting a total of utmost 11 when two dice ...
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- Determine the maximum value of |[cosx sinx], [-sinx cosx-1]|.
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- Write the solution of the following LPP Maximise Z=x+y Subject to ...
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- Prove that , if y=logtan((pi)/(4)+(x)/(2)) , then (dy)/(dx)=secx
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- Differentiate with resi to x : Y = 2^(x^2) + tan^(-1)((cosx-sinx)/(cos...
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- Find del/(dely)((delz)/(delx)) if z=x^(y) + y^(x)
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- Evaluate lim(x to π/2) log(x-π/2)/tan x
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- Find the equation of tangent to the curve x=y^2-2 at the points where ...
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- Integrate int(-3//5)^(3//5)[2x+1]dx
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