Popular Graph Of The Day Questions

y = [x]+[x/2]+[x/4]+[x/8]+......[x/2n].... limit n tending to infinity! ...

[x][y]=[xy] ...

e{x}=e{y} Give the graph of this function and give the complete explanation of why this is possible! ...

{x}={ y } ...

y=(x3-1)/(x-1) I am giving an easy one this time because to the tougher ones no one is getting a solution ;) ...

Draw the graph of x^3+y^3+3xy=1 This one is not very easy.. (But this is not the toughest one either) ...

{x} = sin [x] ...

x = y+1 This one is simple.. isnt it :) ...

ex = 2-{y} ...

Draw the graph for the case when n is veyr very large! xn+yn=1 ...

[sin (x+{y})] = 1 ...

draw the graph of y = [x]{x} greatest integer of x to the power fractional part of x ...

{y}2+{x}2=1.5 ...

xy = 1 ...

(\left\{ y \right\}-1/2)^2=4\left\{x \right\} ...

{y-1/2}2=4{x} ...

draw graph of y2=x4-x6 ...

(sin ( x ) + sin2 x ) (cos ( x ) + cos2 x ) > 0 ...

y={tanx} ...

reviving..! [1] Draw the graph of [xy]=1 [.] denotes greatest integer function. ...

|y|=|x+ex| ...

draw the graph of y = x+1/x-1 ...

1) {x}{y} = {x}+{y} 2) y=cosx/cos2x (by bhargav!) ...

y=tan(tan-1x) and y=tan-1(tan x) on the same graph.. ...

draw the graph of y= sin [x] - cos [x] ...

[x][y] = 256 ...

x+y=x3+y3 I dont know the solution.. and first look i could not convince myself that i wud be albe to get a solution either ;) but then that is the fun of all mathematics isnt it ? :) btw this is a bonus question for the reas ...

Plot the graph of {x2} = {y2} ...

sin({x}{y})=cos({x}{y}) ...

y= {x}{x} ...