A trapezoid is divided into four triangles by its diagonals. Let the triangles adjacent to the parallel sides have areas x and y( i.e. opposite traingles). Find the area of the trapezoid in terms of x and y
Pavan builds an overhead tank in his house, whichhas three taps attached to it. While the first tapcan fill the tank in 12 hours, the second one takesone and a half times more than the first one to fill itcompletely. A third tap is attached to the tank whichempties it in 36 hours. Now, one day, in order to fillthe tank, Pavan opens the first tap and after twohours opens the second tap as well. However; atthe end of the sixth hour, he realizes that the thirdtap has been kept open right from the beginningand promptly closes it. What will be the total timerequired to fill the tank
A trapezoid is divided into four triangles by its diagonals. Let the triangles adjacent to the parallel sides have areas x and y( i.e. opposite traingles). Find the area of the trapezoid in terms of x and y
@viewpt nopes bhai..its simply let area of other two traingle be a each thena^2 = xya = rt (xy)so area of trapezoid = x + y + 2rt(xy) = ( rt(x) + rt(y) )^2