finding x, y, z? i really really don't understand this one. none of the answers i get make sense :/
Sure, I can help you out.
angle one equals 18x, angle two is x + y and angle three is 30 z
Well what can you say about those angles? Can you use that information to make any equations? I'll help walk you through it.
i know that angle one and angle two equal 180 and angle two and three equal 180
Alright cool, so write out what you said but as an equation instead of a sentence and we'll try solving them.
18x + x + y = 180 and x + y + 30z = 180
Alright now it looks like you need a 3rd equation to solve this one. Do you know what vertical angles are?
i do
Can you apply that here and make another equation with it?
18x + 30z = 180
Almost, those are the angles involved, but they don't equal 180 degrees. These are vertical angles: |dw:1357078118735:dw|
oh okay
18x = 30z
Awesome, now I believe you have enough information to substitute in your equations to solve for all your variables, yeah?
do they all equal 90?
I'm not sure, but I do know you have enough information to solve for all of your variables now so it's not important.
Its a rhombus.. .in rhombus diagonals are perpendicular to each other.. !!!! so all angles are 90 degrees!
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