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∫(-100 to 100) [t3]dt ...
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A real valued function f is defined on the interval (-1,2).A point x is said to be a fixed point of f if f(x)=x.Suppose that f is a differentiable function such that f(0)>0 and f(1)=1.Show that if f'(1)>1,then f has a f ...
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*Image* Find T1 and T2 ...
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What is the derivative of f(x)=x |x| ? ...
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The ionization potentials of atoms A and B are 400 and 300 kcal/mol respectively. The electron affinities of these atoms are 80 and 85 kcal/mol respectively. Which of the atoms is more electronegative? ...
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How do I solve this: f(x)=cos(logx) find f(x)f(y)-[f(x/y)+f(xy)]/2 ...
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The number of real roots of x8-x5+x2-x+1=0 is? a] 2 b] 4 c] 6 d] 0 ...
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lim n ->∞ 1/2n log(2nCn) ...
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A 10-digit number has one 1, two 2's, three 3's and four 4's as its digits in some order. Prove that it can never be a perfect square. ...
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What will be the total number of squares in a chessboard ? ...
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\hspace{-16}$If $\bf{a,b}$ and $\bf{c}$ are different real no. such that\\\\\\ \begin{Vmatrix} \bf{a^3=3b^2+3c^2-25} \\\\ \bf{b^3=3a^2+3c^2-25} \\\\ \bf{c^3=3a^2+3b^2-25} \end{Vmatrix}\\\\\\ Then find value of $\bf{abc=}$ ...
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Prove that n*(n+1)*(2n+1) is divisible by 6, for any n>0 ...
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Prove that n*(n+1)*(2n+1) is divisible by 6, for any n>0 ...
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We all know that the c.o.m of a spherical ball having a small hole through which water leaks out at the bottom first goes down and then comes up..Ques is..->wat is the maximum depth till which the c.o.m. goes down..do the ...
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We all know that the c.o.m of a spherical ball having a small hole through which water leaks out at the bottom first goes down and then comes up..Ques is..->wat is the maximum depth till which the c.o.m. goes down..do the ...
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2n players are participating in a tennis tournament. Find the number Permutation of pairings for the ï¬rst round ...
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point out the more stable enol... A) Ph-C(OH)=CH-COOEt B) CH3-C(OH)=CH-C≡N ...
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point out the more stable enol... A) Ph-C(OH)=CH-COOEt B) CH3-C(OH)=CH-C≡N ...
