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*Image* ...
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find the derivative of x^x with respect to e^x^x. ...
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Q. If y=\frac{1}{1+x^{n-m}+x^{p-m}}+\frac{1}{1+x^{m-n}+x^{p-n}}+\frac{1}{1+x^{m-p}+x^{n-p}} , then \frac{dy}{dx} at e^{m^{n^{p}}} \text{(a) }e^{mnp} \text{(b) }e^{\frac{mn}{p}} \text{(c) }e^{\frac{np}{m}} \text{(d) } none ...
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How will you arrange all the digits from 1to9 forming different digits such that they form an A.P.? For example,consider 147,258,369. They form an A.P. with common difference 111,and all the digits from 1 to 9 are used . form ...
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∫[sinx + [2x/pi]] dx from pi/4 to pi/2 ...
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consider 5-digit numbers formed using the digits 0,1,2,3,4,5 without repetition of digits. Q) the number of numbers divisible by 4 is ? Q) the number of numbers divisible by 12 is? Q) the number of numbers divisible by 15 is ...
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consider 5-digit numbers formed using the digits 0,1,2,3,4,5 without repetition of digits. Q) the number of numbers divisible by 4 is ? Q) the number of numbers divisible by 12 is? Q) the number of numbers divisible by 15 is ...
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consider 5-digit numbers formed using the digits 0,1,2,3,4,5 without repetition of digits. Q) the number of numbers divisible by 4 is ? Q) the number of numbers divisible by 12 is? Q) the number of numbers divisible by 15 is ...
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for a given constant perimeter which of the following triangles will have max area? a)equilateral b)right angled c)scalene d)isosceles? i thought about it that by symmetry ,ans. will be a),but how do we numerically prove it?p ...
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find the solution of xdy/dx=y ...
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Hi everyone. i am preparing for iit 2012 and my organic chemistry is very weak. I want to ask that what strategy and books I should use to master the subject. Thanks ...
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reviving..! [1] Draw the graph of [xy]=1 [.] denotes greatest integer function. ...
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\hspace{-16}$Find value of $\mathbf{x}$ in $\mathbf{2^x+2^{\left[x\right]}+2^{\left\{x\right\}}=3}$\\\\ Where $\mathbf{\left[.\right]=}$ Greatest Integer Function and \\\\ $\mathbf{\left\{.\right\}=}$ fractional part function ...
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reviving..! [1] Draw the graph of [xy]=1 [.] denotes greatest integer function. ...
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\hspace{-16}$If $\mathbf{p,q,r>0\;}$,Then find $\mathbf{p,q,r}$ in \\\\ $\mathbf{\ln\left(pqr\right)=-2}$\\\\ $\mathbf{ln(p).\ln(q).\ln(r)=2}$\\\\ $\mathbf{\ln(p).\ln(q)+\ln(q).\ln(r)+\ln(r).\ln(p)=-1}$ ...
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\hspace{-16}\mathbf{(1)\;\;\int_{0}^{1}\frac{1-2e^x\sin x}{(e^x+\cos x).(e^x+\sin x)}dx}$\\\\\\ $\mathbf{(2)\;\;\int\frac{1}{(x+1)^5.\sqrt{x^2+2x}}dx} ...
