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1230bering
30.11.2019 •
Mathematics
Cde is an equilateral triangle formed on a side cd of a square abcd. show that ∆ade congruent to ∆bce
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Ответ:
Triangles ADE and BCE have two congruent sides, and the angle between the sides is congruent as well. Therefore, the triangles are congruent.
We have AD = BC because they are diagonals of a squareWe have DE = CE because they are sides of an equilateral triangleAngles BCE and ADE are congruent because we can write them as:And we have BCD = ADC because they are both 45° angles, because the diagonals of a square are also bisectors
Also, we have CDE = DCE because they are both 60° angles, because they are angles of an equilateral triangle.
So, BCE and ADE are composed by the same pieces, and are therefore congruent.
Ответ:
This is just an easy way to estimate your answer