Given: Angles 2 and 5 are supplementary, Prove: Lines L and M are parallel. Statements: ^ Line L || line M ^ <2 + <5 = 180 ^ <2 = <3 ^ <2 and <5 are supplementary ^ <3 + <5 = 180 ^ <3 and <5 are supplementary Reasons: ^ Converse of same-side interior angles throrem ^ Definition of supplementary angles ^ Substitution ^ Definition of supplementary angles ^ Given ^ Vertical angle theorem I need to somehow put this into a flow chart. I don't know how to prove this, or how to put it into a flow chart. I really need help!
@Hero can you pleaseeee help me?
@satellite73 ?
@saifoo.khan
@ParthKohli
@hartnn
@ash2326 @Callisto @.Sam. @waterineyes @jhonyy9 @robtobey @radar Anybodyyy :(
I'll try to help you
Thank you!!
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@IWillLoveYouStill what do you mean by supplementary angles?
I think it means that together, the measure of both angles equal 180.
yes, so the next line would be <2 + <5 = 180 reason- definition of supplementary angles
You should draw a block and then write this in that
|dw:1365699738694:dw| Like this?
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