I need help classifying if #'s 1 - 20 from this handout front + back if the problem(s) are congruent, supplementary, complementary, etc. Please put the numbers down that correspond to what the problem(s) could be. That would be so nice if you can do that. I don't specifically need help, unless you're willing to work an example problem from the handout then that would be nice! :D
@dan815
@whpalmer4
In the first one, BE is half of BD, so we can set 2*BD=BE, or \[2(5x-3)=2x+26\]distribute the left hand síde to get\[2*5x-2*3=2x+26\]\[10x-6=2x+26\]collect similar terms\[10x-2x-6+6=2x-2x+26+6\]\[8x=32\]you should be able to finish
@whpalmer4 it's x = 4, I just need classifying each problem
You asked for an example problem to be done, so I dd one.
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