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Well ,the title is obvious. Any thing to share. Personally, I feel that this year's paper was DIFFICULT than the Previous years one. The questions which were doable were lenghtly (not all I mean) and some were really outsmart ...
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Consider a n*n chessboard. A person moves along the lines of the chessboard such that the sum in the y axis is greater than or equal to the sum in the x axis. Find the number of ways of going from one corner to the other corn ...
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a test tube is taken with a volume V filled with water upto brim . it is slowly turned such that (if we consider that the test tube is rotated at +ive x axis starting from the tip of the base of test tube) at a particular ang ...
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if perimeter of a quadrilateral is 4x then find the maximum value of the area of 3 triangles out of which 2 are identical such that the sum of the area of the triangle is not exceeding the area of the quardilateral .......... ...
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if a force is applied to top of a cube from one side of lngth L with mass m and frictn co-eff btwn floor and cube surface is φ find the minimum force to turn the cube the other side without allowing cube to slip ...
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if Σn=55 , then Σn2= ...
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if a force is applied to top of a cube from one side of lngth L with mass m and frictn co-eff btwn floor and cube surface is φ find the minimum force to turn the cube the other side without allowing cube to slip ...
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how to solve foll integration please give detail soln ::; 1)) ∫ dx 4sin2x+4sinxcosx+5cos2x if xε(-Π/2,Π/2) 2))x ∫ 2t dt 0 2[t] x>0 [] is g.i.f ...
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\hspace{-16}\bf{\int_{-3}^{3}x^8.\left\{x^{11}\right\}dx=}$\\\\\\ Where $\bf{\{x\}=}$ Fractional Part function......... ...
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integer type::::: 1) let f(x)=k/2009 and g(x)= f4(k) (1-f(k))4 + (f(k))4 then sum of digits in the value of *Image* is 2) if S=1/2+1/6(12+22)+1/12(12+22+32)+.............+ 1/3660(12+22+32+................602) then sum of digi ...
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integer type::::: 1) let f(x)=k/2009 and g(x)= f4(k) (1-f(k))4 + (f(k))4 then sum of digits in the value of *Image* is 2) if S=1/2+1/6(12+22)+1/12(12+22+32)+.............+ 1/3660(12+22+32+................602) then sum of digi ...
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integer type::::: 1) let f(x)=k/2009 and g(x)= f4(k) (1-f(k))4 + (f(k))4 then sum of digits in the value of *Image* is 2) if S=1/2+1/6(12+22)+1/12(12+22+32)+.............+ 1/3660(12+22+32+................602) then sum of digi ...
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Let f(x)=x (| x- π|) (2 + cos2x), x∈R. Then the function f: R→R is A) one - one but not onto B) onto but not one one C) both one-one and onto D) neither one one nor onto ...
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\hspace{-16}$Calculate $\mathbf{\int_{0}^{1}x^{2012}.(x^2-1)^5dx}$ ...
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Find range of the following functions 1. y = sin2x+sinx-1/sin2x-sinx+2 2. y = (tan-1x)2 + 2/√(1+x2) ...
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Today is the birthday of theprophet sir wishing him many more happy years to come happy birthday sir ...
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yesterday I got a chance to sit for microsoft internship test... there were in total 5 questions(75 mins). Here is one of the question: You are given with following code snippet, you need to determine what will be the output. ...
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game guys (+2) gals (-2) game guys (+2) gals (-2) New Game GUYS(+2) N GURLZ(-2) GUYS(+2) N GURLZ(-2) HEY GUYS N GURLZZ This is the newest and hopefully a good thread. The game is simple and easy All you hafto do is.. 4 every ...
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game guys (+2) gals (-2) game guys (+2) gals (-2) New Game GUYS(+2) N GURLZ(-2) GUYS(+2) N GURLZ(-2) HEY GUYS N GURLZZ This is the newest and hopefully a good thread. The game is simple and easy All you hafto do is.. 4 every ...
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lim (n→∞) tan2nx is equal to A) 1 if x = 2nπ + π/4 B) 1 if x = nπ + π/4 C) 0 if x ≠nπ + π/4 D) 0 if nπ - π/4 < x < nπ + π/4 There may be more than one option correct ...
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if the derivative of a f(x) w.r.t x is 1/2 - sin2(x) f(x) then f(x) is a periodic function with period ............? ...
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if the derivative of a f(x) w.r.t x is 1/2 - sin2(x) f(x) then f(x) is a periodic function with period ............? ...
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find the result of the sum of the following sin3x+ sin33x2 + .........∞ 32 ...
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to all the users who are here this site is running today and it is running only because of its three pillars 1) kaymant alias anant kumar sir 2)nishant sir 3) theprophet alias bhatt sir our sirs have helped in many healthy di ...
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∫dx 1/sinx + cosx ∫ x2/√1+x3 ∫ sec7x-7/sin2x ∫(1+cot(x+α)cot(x-α)) dx ∫ log(cosx)/cos2x ex-1/(x2-5x+4) please try them! ...
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∫dx 1/sinx + cosx ∫ x2/√1+x3 ∫ sec7x-7/sin2x ∫(1+cot(x+α)cot(x-α)) dx ∫ log(cosx)/cos2x ex-1/(x2-5x+4) please try them! ...
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Try to get a result of 44 by using the 4 basic operations...addition subtraction multiplication and division. U can use only 6,7,8,9 (ONLY ONCE) and the operations any number of times! Source IIT BUZZWORD. I tried a lot...!! ...
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∫dx 1/sinx + cosx ∫ x2/√1+x3 ∫ sec7x-7/sin2x ∫(1+cot(x+α)cot(x-α)) dx ∫ log(cosx)/cos2x ex-1/(x2-5x+4) please try them! ...
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∫dx 1/sinx + cosx ∫ x2/√1+x3 ∫ sec7x-7/sin2x ∫(1+cot(x+α)cot(x-α)) dx ∫ log(cosx)/cos2x ex-1/(x2-5x+4) please try them! ...
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1. A small 10W source of ultraviolet light of wavelength 99nm is held at a distance 0.1m from a metal surface. The radius of an atom of the metal is approximately 0.05nm. Find a) the average number of photons striking an atom ...
