Could someone help me with this geometry of quadrilaterals problem?
in rectangle opposite sides will be equals so equate ad = bc and ab = cd
I still don't know how to solve it though.
i tried solving it multiple ways.
see ad = bc that will give us equation x = 2y + 2 -----(1) and ab = cd will lead to another equation right? 2x = 3y + 5 ------(2) see we got two equations and we have two unknown variables ( x and y ) solving them multiplying eq(1) with 2 we get 2x = 4y + 4 ----(3) - 2x = 3y + 5 -----(2) subtracting it from (3) ---------------------------- 0 = y - 1 so we got y -1 = 0 => y = 1 now substitute the y value in any of eq(1) or (2) to get x value and thats it!
had to type a lot :P :D
Oh wow, well thank you, I'm still unsure of how you did it though.
remember the minimum number of equations must always be equal to the number of unknowns here we had two unknowns x and y so we had to have two equations involving them and we used rectangle properties to have that eqautions and we solved it in traditional way @veeveeniko
Oh okay, that makes sense. Thank you so much for helping me, sorry you had to go out of your way to explaining everything with so much detail. I was able to understand it and solve the equation.
no problem :) :P, i liked it :)
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