Recently Active Questions

find the eqn of bisectors of the lines x+7y+10=0 and x+y+1=0 ...

given a line 3x+4y+5=0, find the intercept on y-axis ...

A line makes an angle of 45° and passes through A(1,2). From a point at a distance √2 from A, a line is drawn which cuts off an intercept of length 5 on x-axis, find the eqn of this line ...

find the eqn of line perpendicular to the line 2x-y+3=0 and at a distance of 4 units from origin ...

find the eqn. of line whose intercepts on the axes are roots of the eqn. x2-8x+16=0 ...

find the eqn. of line which passes through (3,0) & (0,4) ...

find the line passing through (2,3) and the midpoint of (3,5) & (5,9) ...

find the eqn. of line joining the the points (1,2) & (2,0) ...

find the eqn. which cut off an intercept of 2 units and makes an angle tan-12 with positive x-axis direction. ...

find the eqn. of line making angle of 15° with the line joining the points (0,0) and (√3,1) and passing through origin. ...

Find the equation of line passing through the point (1,1) and making an angle of 60° with x-axis in positive direction ...

Find the foot of perpendicular from a point (2,3) on the line 3x+4y-5=0 ...

find the eqn of line which is equidistant from the points (-1,0) & (3,3) ...

Find the distance between the line 4x-3y+9=0 and the point (3,2) ...

a line mirror is given as l : x+y+3=0, find the reflection of line 2x-y+6=0 in "l" ...

find the eqn. of fourth side of square whose three sides are given in order as 2x+y-5=0, x-2y-3=0,2x+y-10=0 ...

find the angle between the lines 4x+7y+28=0 & 7x-4y+28=0 ...

find a line parallel to 3x+4y+5=0 at a distance 1 from the line on the side which contains origin. ...

Find eqn. of "n" in above question. ...

θ is the angle between line l : x+√3y+4=0 and m : x-√3y+4=0. With slope tanθ a line "n" is drawn which is concurrent to "l" and "m". Find the angle between line "m" & "n" ...

find the angle between the lines 2x-y+5=0 & x-2y+7=0 ...

∫[(3x+2)/x(x+1)3]dx ...

∫[1/x(x2+1)]dx ...

∫[(x5+x4-8)/(x3-4x)]dx ...

∫[(3x2+x-2)/{(x2+1)(x-1)}]dx ...

∫[(3x+4)/{(x+1)(x-1)2}]dx ...

∫[(3x2+5x+7)/{x(x2-1)}]dx ...

∫[(x2+9x+17)/{(x+3)(x+5)}]dx ...

∫[(x+2)/{(x+3)(x+5)}]dx ...

∫[1/(x2-1)]dx ...