SOLUTION: a tri colored flag is made out of a rectangle piece of cloth whose corners are labeled a b c d the colored regions are separated by two line segments line segment bm and line segme
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-> SOLUTION: a tri colored flag is made out of a rectangle piece of cloth whose corners are labeled a b c d the colored regions are separated by two line segments line segment bm and line segme
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Question 388256: a tri colored flag is made out of a rectangle piece of cloth whose corners are labeled a b c d the colored regions are separated by two line segments line segment bm and line segment cm that meet at pt m is the mid point of line segment aD prove the segments that separate the regiond will always be equal
You can put this solution on YOUR website! From the rectangular flag, we know that angle a and angle d are right angles. Also, segment ab must congruent to segment dc. Since m is the midpoint of ad, then segment am is congruent to segment md.Thus right triangles bam is congruent to triangle cdm by the LL-Theorem. Hence the corresponding hypotenuses bm and cm are congruent.
