What else would need to be congruent to show that EFG = JKL by SSS? http://media.apexlearning.com/Images/201001/28/fa763fd6-2ebc-473b-b19d- 67a3a2409aca.jpg A. F K B. EF JK C. EF FG D. E J
help
when are two shapes congruents?
when they are beside each other?
besides each meaning? next to each other?
i dont know
once you know what makes a congruent polygon with another, then you'd have your answer, by SSS(side side side)
so your saying that E is congruent to J and G is congruent to L
well, is a given from the picture, yes
in this case you have 2 S, from SSS(sides sides sides) already GIVEN in the picture, so the answer lies on the 3rd S(side)
so its gonna to be F to K
well, you have sides, EF, FG and EG on the 1st figure, F and K would be angles \(\angle\)
so, to make them both congruents \(EG\cong ???\)
erk I meant
so, to make them both congruents \(EF\cong???\)
to jk
like ef to jk
yes, \(EF\cong JK\)
once all sides are congruents, so are the polygons
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