I have a geometry question about parallelograms. (Refer to diagram..)
|dw:1385014850463:dw| If angle 1=y+10 and angle 2=3y and angle 3=1/2y+15 what is Y? ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Angle DEC= y/4 and angle ECK=(y+60)/2 what is y? ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ If DE=x+y, EC=12, CK=2x-y, and KD-3x-2y then x=____ and y=____ ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ If angle 1=4x and angle 2=3x and angle 3= x^2-60, then x=___ and y=____ And Angle CED= _______ HELP I JUST REALLY DON'T UNDERSTAND THESE. :( :( Thanks!
Is angle 3 CET or CED
CET
look for alternate angles
Aren't angle 1 and angle 3 alternate interior angles? So what relationship would they have with each other?
Are they equal?
Yes. So can u set up an equation where angle 1=angle 3 and then solve for Y
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