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*Image* ...
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$The no. of Real roots of the equation $x^6-x^5+x^4-x^3+x^2-x+\frac{3}{4}=0$ ...
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(1) \lim_{x \to \frac{\pi}{4}}\frac{\sqrt{1-\sqrt{sin2x}}}{(\pi-4x)}=$ ...
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lim(n→∞) (Σi3)/n3 (where summation is from 1 to n) ...
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lim n→∞ (an + bn)(1/n) ...
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show that if a billiard ball is heated inside an ellipse from focus it will always pass along the major axis.(after a finite time) ...
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(2) $Calculate $\int\frac{(x^2-1)}{x.\sqrt{x^2+\alpha x+1}.\sqrt{x^2+\beta x+1}}dx$ ...
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lim n→∞ (an + bn)(1/n) ...
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1) Find the domain of f(x) = cos^{-1}\sqrt{log_{[x]}(\left|x \right|/x)} ...
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CH3COCl + Nu- → CH3CONu +Cl- reactivity order of different nucleophiles towards this reaction is a. NH2- < CH3COO- < OH- b. CH3COO- < OH- < NH2- c. NH2- < OH- < CH3COO- d. CH3COO- < NH2- < OH- which ...
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how to get all india rank <=1500 i want some good statergy given by iitians or it mentors ...
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the 3 coordinates of a parallelogram are (-2,-1), (2,-1), (2,1), find fourth ...
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1) Find the domain of f(x) = cos^{-1}\sqrt{log_{[x]}(\left|x \right|/x)} ...
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2 mirrors are inclined at an angle θ as shown in figure.Light ray is incident parallel to one mirror.The ray will start retracing its path after the third collision if: a)θ=45° b)θ=30° c)θ=60° d)all three *Image* ...
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find all roots of x4+x3+x2+x+1=0 including complex roots. ...
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PLZ.. HELP WITH THIS NOMENCLATURE... *Image* SOMEONE TELL DIS IUPAC NAME PLZ.. ...
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Happy birthday sir ...
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$Q:$\Rightarrow $ Which one is more acidic from, $sp$ and $sp_{3}.$ ...
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Evaluate: lim {x}/tan{x} x-->0 ...
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1) Solve Limx→0[(1-ex) sinx/|x| ] ,where[.]represents greatest int func (A)-1 (B)1 (C)0 (D)None of these 2) Solve limx→ π/2 sinx -(sinx)sinx/1-sinx+logesinx ,(here x→ pi/2) (A)2 (B)0 (C)-1 (D)1 Pls solve!!! ...
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*Image* Can we say that it is a function? "of form x = f(y) " ...
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hi how many of you are giving fiitjee aits 2011 ? any one gave PT 1 on 24th october ? wat marks are u guys expecting ?? ...
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*Image* Can we say that it is a function? "of form x = f(y) " ...
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hey wat is FIITJEE ICP ? i searched their website , but they hav just written that fiitjee helps u in doing this , fiitjee helps u in doing that , but they havent mentioned wat is d program abt ? [7] i got a message frm fiitj ...
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1) If f( x+y/2 ) = f(x) + f(y)/2 for x,y belongs to R anf f'(0) exists and equal to -1 and f(0) = 1 then the value of f(2) is 1) 0 2) 1 3)-1 4) 2 answer 3 ---------------------------------------------------------------------- ...
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1) If f( x+y/2 ) = f(x) + f(y)/2 for x,y belongs to R anf f'(0) exists and equal to -1 and f(0) = 1 then the value of f(2) is 1) 0 2) 1 3)-1 4) 2 answer 3 ---------------------------------------------------------------------- ...
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1) If f( x+y/2 ) = f(x) + f(y)/2 for x,y belongs to R anf f'(0) exists and equal to -1 and f(0) = 1 then the value of f(2) is 1) 0 2) 1 3)-1 4) 2 answer 3 ---------------------------------------------------------------------- ...
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hey wat is FIITJEE ICP ? i searched their website , but they hav just written that fiitjee helps u in doing this , fiitjee helps u in doing that , but they havent mentioned wat is d program abt ? [7] i got a message frm fiitj ...
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A+B+C=pie ( A,B,C>0) AND ANGLE C IS OBTUSE THEN A) TAN A.TAN B >1 B) TAN A.TAN B <1 C) TAN A.TAN B =1 D) NONE OF THESE ...
