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Two regular octagons have areas of 48 mm² and x² + 8x mm². What values of x make the octagons congruent? 6 and 8 6 and -8 4 and 12 4 and -12
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If two polygons are congruent, then they have equal areas.
48 = x^2 + 8x
x^2 + 8x -48 = 0
(x +12)(x-4) = 0 Zero Product Property x + 12=0 or x-4 =0 x = ? or x = ?
x= -12 and x= 4?
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Yes. x is not a side of the polygon so there is no problem with the negative 12. When substituted in for x in x^2 + 8x, it cranks out a positve result.
awesome thanks for all your help i can now understand and do them for myself now :)
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