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JMD PUBLICATION-SOLVED SAMPLE QUESTION PAPERS-EXAMPLE
- d/dx (loga x)=............ .
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- f(x) = cos x is strictly increasing in (pi,2pi)
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- int tan^2 x dx=.........................
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- The degree of diff. equation (d^3y)/dx^3 +(dx/dy)+e^2=0 is
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- If P(E)=0.6, P(F)=0.3 and P(E nn F) =0.2then P(E/F)=............ .
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- State whether it is true or false:sin^(-1) (sin x)=x, x in [-π/2,π/2]
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- State whether it is true or false:If A=[[3,-4],[1,-1]] then 2A=[[6,-8]...
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- State whether it is true or false:d/dx(cos^(-1)x)=(-1)/sqrt(1-x^2)
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- State whether it is true or false:int a^x/b^x dx=a^x/(b^x(log a-logb)]...
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- State whether it is true or false:y=ax is a solution of xy+y=0
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- State whether it is true or false:If abs (vec a.vecb)=abs(veca×vecb) t...
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- State whether it is true or false:If a line makes angles alpha, beta, ...
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- State whether it is true or false:If A and B are dependent events then...
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- Show that the points (a+5,a+4), (a-2,a+3) and (a,a) do not lie on a st...
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- If f(x)=[[cos x,-sin x,0],[sin x,cos x,0],[0,0,1]] , show that f(x).f(...
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- The slope of the curve 2y^2-ax^2=b at (1,-1) is -1 find a and b.
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- integrate int (cos2x-cos2alpha)/(cosx-cosalpha) dx
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- solve 'int0^(π/4)sqrt(1+sin2xdx)'
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- find the area of the region bounded by 'y^2=4x' and x=2
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- Find lambda so that the scalar projection of veca=lambdahati+hatj+4hat...
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