SOLUTION: How do you find the value of each variable in a parallelogram when the degrees of the angles in the parallelogram are 4y, (3x-18), (2x+12), 3z. This is what I have tried and I don'
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-> SOLUTION: How do you find the value of each variable in a parallelogram when the degrees of the angles in the parallelogram are 4y, (3x-18), (2x+12), 3z. This is what I have tried and I don'
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Question 246885: How do you find the value of each variable in a parallelogram when the degrees of the angles in the parallelogram are 4y, (3x-18), (2x+12), 3z. This is what I have tried and I don't think I am doing it right because either I am stuck or I am not getting any farther: 4y+2x+12+3z+3x-18=360 and then I simplified it down to 4y+5x+3z-366=0, and that's all I got Answer by richwmiller(17219) (Show Source):
You can put this solution on YOUR website! You have three variables but only one equation. You can't solve any more. you need three equations to solve three variables.
Are you not telling us something?
Are some angles equal. complementary or something else?
